diff --git a/.gitignore b/.gitignore index 0d48645..279671c 100644 --- a/.gitignore +++ b/.gitignore @@ -38,4 +38,6 @@ ENV/ .history # test files -homework_01_python/**/test/ \ No newline at end of file +homework_01_python/**/test/ + +.ipynb_checkpoints diff --git a/Report-沈键-2021200082.pdf b/Report-沈键-2021200082.pdf new file mode 100644 index 0000000..ed5d98f Binary files /dev/null and b/Report-沈键-2021200082.pdf differ diff --git a/report_01_accident_claims/.ipynb_checkpoints/report_template-checkpoint.ipynb b/report_01_accident_claims/.ipynb_checkpoints/report_template-checkpoint.ipynb index 21eb1ce..d98dcc7 100644 --- a/report_01_accident_claims/.ipynb_checkpoints/report_template-checkpoint.ipynb +++ b/report_01_accident_claims/.ipynb_checkpoints/report_template-checkpoint.ipynb @@ -4,37 +4,1321 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Report - 报告题目\n", + "# Report01 - 交通事故理赔审核预测\n", "\n", - "* 姓名\n", - "* 学号\n", + "* 沈键\n", + "* 2021200082" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 1. 任务简介" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    在交通摩擦(事故)发生后,理赔员会前往现场勘察、采集信息,这些信息往往影响着车主是否能够得到保险公司的理赔。训练集数据包括理赔人员在现场对该事故方采集的36条信息,信息已经被编码,以及该事故方最终是否获得理赔。我们的任务是根据这36条信息预测该事故方没有被理赔的概率。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2. 数据分析" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    想来分析一下所给的数据特征。使用pandas读入train.csv文件并显示前几行:" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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CaseIdQ1Q2Q3Q4Q5Q6Q7Q8Q9...Q28Q29Q30Q31Q32Q33Q34Q35Q36Evaluation
01000000000...0000000000
12000000000...0111100000
23000000010...1222100000
34000000000...1323100110
45000000000...1424100110
56000000000...1235100000
67000000000...0316100111
78000000000...1313100111
89000000020...0212100000
910000000000...0217100000
\n", + "

10 rows × 38 columns

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" + ], + "text/plain": [ + " CaseId Q1 Q2 Q3 Q4 Q5 Q6 Q7 Q8 Q9 ... Q28 Q29 Q30 Q31 Q32 \\\n", + "0 1 0 0 0 0 0 0 0 0 0 ... 0 0 0 0 0 \n", + "1 2 0 0 0 0 0 0 0 0 0 ... 0 1 1 1 1 \n", + "2 3 0 0 0 0 0 0 0 1 0 ... 1 2 2 2 1 \n", + "3 4 0 0 0 0 0 0 0 0 0 ... 1 3 2 3 1 \n", + "4 5 0 0 0 0 0 0 0 0 0 ... 1 4 2 4 1 \n", + "5 6 0 0 0 0 0 0 0 0 0 ... 1 2 3 5 1 \n", + "6 7 0 0 0 0 0 0 0 0 0 ... 0 3 1 6 1 \n", + "7 8 0 0 0 0 0 0 0 0 0 ... 1 3 1 3 1 \n", + "8 9 0 0 0 0 0 0 0 2 0 ... 0 2 1 2 1 \n", + "9 10 0 0 0 0 0 0 0 0 0 ... 0 2 1 7 1 \n", + "\n", + " Q33 Q34 Q35 Q36 Evaluation \n", + "0 0 0 0 0 0 \n", + "1 0 0 0 0 0 \n", + "2 0 0 0 0 0 \n", + "3 0 0 1 1 0 \n", + "4 0 0 1 1 0 \n", + "5 0 0 0 0 0 \n", + "6 0 0 1 1 1 \n", + "7 0 0 1 1 1 \n", + "8 0 0 0 0 0 \n", + "9 0 0 0 0 0 \n", + "\n", + "[10 rows x 38 columns]" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import pandas as pd\n", + "\n", + "train_df = pd.read_csv(\"./data/train.csv\")\n", + "train_df.head(10)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 200000 entries, 0 to 199999\n", + "Data columns (total 38 columns):\n", + " # Column Non-Null Count Dtype\n", + "--- ------ -------------- -----\n", + " 0 CaseId 200000 non-null int64\n", + " 1 Q1 200000 non-null int64\n", + " 2 Q2 200000 non-null int64\n", + " 3 Q3 200000 non-null int64\n", + " 4 Q4 200000 non-null int64\n", + " 5 Q5 200000 non-null int64\n", + " 6 Q6 200000 non-null int64\n", + " 7 Q7 200000 non-null int64\n", + " 8 Q8 200000 non-null int64\n", + " 9 Q9 200000 non-null int64\n", + " 10 Q10 200000 non-null int64\n", + " 11 Q11 200000 non-null int64\n", + " 12 Q12 200000 non-null int64\n", + " 13 Q13 200000 non-null int64\n", + " 14 Q14 200000 non-null int64\n", + " 15 Q15 200000 non-null int64\n", + " 16 Q16 200000 non-null int64\n", + " 17 Q17 200000 non-null int64\n", + " 18 Q18 200000 non-null int64\n", + " 19 Q19 200000 non-null int64\n", + " 20 Q20 200000 non-null int64\n", + " 21 Q21 200000 non-null int64\n", + " 22 Q22 200000 non-null int64\n", + " 23 Q23 200000 non-null int64\n", + " 24 Q24 200000 non-null int64\n", + " 25 Q25 200000 non-null int64\n", + " 26 Q26 200000 non-null int64\n", + " 27 Q27 200000 non-null int64\n", + " 28 Q28 200000 non-null int64\n", + " 29 Q29 200000 non-null int64\n", + " 30 Q30 200000 non-null int64\n", + " 31 Q31 200000 non-null int64\n", + " 32 Q32 200000 non-null int64\n", + " 33 Q33 200000 non-null int64\n", + " 34 Q34 200000 non-null int64\n", + " 35 Q35 200000 non-null int64\n", + " 36 Q36 200000 non-null int64\n", + " 37 Evaluation 200000 non-null int64\n", + "dtypes: int64(38)\n", + "memory usage: 58.0 MB\n" + ] + } + ], + "source": [ + "train_df.info()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "train.csv给了20w条数据,第一列为交通事故案例的Id,其意义不大,可以舍去,第2列至第37列为理赔人员在现场对该事故方采集的36条信息,并已经被编码,用整型表示,最后一列表示是否理赔。上图中显示了各项信息分数的分布。" + ] + }, + { + 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "train_df.iloc[:, 1:37].hist(figsize=(20, 20))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "这是一个二分类的问题,并且数据集较大,当特征量并不多,考虑使用全连接神经网络解决。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 3. 全连接神经网络" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    全连接神经网络,顾名思义,就是相邻两层之间任意两个节点之间都有连接。全连接神经网络是最为普通的一种模型(比如和CNN相比),由于是全连接,所以会有更多的权重值和连接,因此也意味着占用更多的内存和计算。其网络结构如下图所示:" + ] + }, + { + "attachments": { + "%E5%85%A8%E8%BF%9E%E6%8E%A5%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E7%BB%93%E6%9E%84.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![%E5%85%A8%E8%BF%9E%E6%8E%A5%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E7%BB%93%E6%9E%84.png](attachment:%E5%85%A8%E8%BF%9E%E6%8E%A5%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E7%BB%93%E6%9E%84.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "其由输入层,隐藏层和输出层组成。当给定输入后,输入层通过一组线性关系公式传给隐藏层,到达隐藏层后,又通过一组线性关系输出给输出层,最后由输出层输出最终的预测值。其示意图如下:" + ] + }, + { + "attachments": { + "%E5%85%A8%E8%BF%9E%E6%8E%A5%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E8%BF%90%E7%AE%97%E7%A4%BA%E6%84%8F%E5%9B%BE.jpg": { + "image/jpeg": 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+ } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![%E5%85%A8%E8%BF%9E%E6%8E%A5%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E8%BF%90%E7%AE%97%E7%A4%BA%E6%84%8F%E5%9B%BE.jpg](attachment:%E5%85%A8%E8%BF%9E%E6%8E%A5%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E8%BF%90%E7%AE%97%E7%A4%BA%E6%84%8F%E5%9B%BE.jpg)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "其中$x$表示前一层传入的输出值,$w$表示系数矩阵,$b$表示偏置项。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "但光靠上面的结构,其输入值和输出值之间仍然保持线性关系,与普通的逻辑回归模型可以证明是等价的。为了增加非线性特性,数据在从隐藏层和输出层输出前,会通过一层激活函数的计算,由此引入非线性特性,增加模型的表达能力。常见的激活函数有:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Sigmoid激活函数:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$\n", + "\\sigma(x)=\\frac{1}{1+e^{-x}}\n", + "$$" + ] + }, + { + "attachments": { + "sigmoid.jpg": { + "image/jpeg": 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+ } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![sigmoid.jpg](attachment:sigmoid.jpg)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "tanh激活函数:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$\n", + "\\tanh (x)=2 \\sigma(2 x)-1\n", + "$$" + ] + }, + { + "attachments": { + "tanh.jpg": { + "image/jpeg": 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+ } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![tanh.jpg](attachment:tanh.jpg)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "ReLU激活函数:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$\n", + "\\operatorname{Re} L U(x)=\\max (0, x)\n", + "$$" + ] + }, + { + "attachments": { + "relu.jpg": { + "image/jpeg": 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+ } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![relu.jpg](attachment:relu.jpg)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "如果各层之间的系数矩阵和偏置项已知的话,给定输入值,就可以求出输出值来,这个过程叫做前向传播。但实际情况是,在训练前,模型的系数矩阵和偏置项的中的值是随机的,此时需要根据预测结果与真实值的误差大小修正模型的系数矩阵和偏置项,这一过程称为反向传播。首先,我们定义一个损失函数,用于评估预测结果与真实值之间的误差,本次任务中选用的损失函数为Pytorch中提供的交叉熵函数(CrossEntropyLoss),其由log_softmax和nll_loss实现。log_softmax为对数softmax函数,其计算公式为:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$\n", + "\\text { log_softmax }=\\log \\left(\\frac{\\exp \\left(x_{i}\\right)}{\\sum_{j} \\exp \\left(x_{j}\\right)}\\right)\n", + "$$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "nll_loss的计算方式就是将上面输出的值与对应的Label中的类别拿出来去掉负号,用计算公式表示为:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$\n", + "\\text { nll_loss }(x, \\text { class })=-x[\\text { class }]\n", + "$$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "再计算出了预测值与输出值之间的损失函数,开始反向传播,逐层求出目标函数对各神经元权值的偏导数,构成目标函数对权值向量的梯量,作为修改权值的依据,网络的学习在权值修改过程中完成。误差达到所期望值时,网络学习结束。Pytorch中内置的数据结构Tensor支持自动微分,使得我们不需要手动给出某一项参数的具体的求导公式,给我们带来了极大的便利。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 4. 模型训练" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "使用Pytorch搭建的全连接神经网络代码如下:" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "import logging\n", + "import pickle\n", + "import torch\n", + "import torch.nn as nn\n", + "import torch.nn.functional as F\n", + "from torch.utils.data import TensorDataset\n", + "from torch.utils.data import DataLoader\n", + "from torch.utils.data import random_split\n", + "\n", + "class Insurance_Model(nn.Module):\n", + " def __init__(self, input_dim, hidden_dim, num_classes,\n", + " act_func=F.sigmoid):\n", + " super().__init__()\n", + " # hidden layer\n", + " self.linear_layer1 = nn.Linear(input_dim, hidden_dim)\n", + " # output layer\n", + " self.linear_layer2 = nn.Linear(hidden_dim, num_classes)\n", + " # activation function\n", + " self.act_func = act_func\n", + "\n", + " def forward(self, inputs):\n", + " outputs = self.linear_layer1(inputs)\n", + " outputs = self.act_func(outputs)\n", + " outputs = self.linear_layer2(outputs)\n", + " return outputs\n", + "\n", + " @staticmethod\n", + " def compute_accuracy(outputs, labels):\n", + " _, preds = torch.max(outputs, dim=1)\n", + " return torch.tensor(torch.sum(preds == labels).item() / len(preds))\n", + "\n", + " @staticmethod\n", + " def log_epoch_loss_and_acc(prefix, epoch, epoch_loss, epoch_acc, interval=5):\n", + " if epoch % interval == 0:\n", + " logging.info(f'{prefix}_Epoch [{epoch}], loss: {epoch_loss:.4f},'\n", + " f' acc: {epoch_acc:.4f}.')\n", + "\n", + " def evaluate(self, batch, loss_func, need_acc=False, no_grad=False):\n", + " if no_grad:\n", + " with torch.no_grad():\n", + " inputs, labels = batch\n", + " outputs = self(inputs)\n", + " loss = loss_func(outputs, labels)\n", + " else:\n", + " inputs, labels = batch\n", + " outputs = self(inputs)\n", + " loss = loss_func(outputs, labels)\n", + "\n", + " if need_acc:\n", + " acc = self.compute_accuracy(outputs, labels)\n", + " return {'loss': loss, 'acc': acc}\n", + " else:\n", + " return {'loss': loss}\n", + "\n", + " def compute_epoch_loss_and_acc(self, dataloader, loss_func):\n", + " results = [self.evaluate(batch, loss_func, need_acc=True, no_grad=True)\n", + " for batch in dataloader]\n", + " batch_losses = [r['loss'] for r in results]\n", + " epoch_loss = torch.stack(batch_losses).mean()\n", + " batch_accs = [r['acc'] for r in results]\n", + " epoch_acc = torch.stack(batch_accs).mean()\n", + " return {'epoch_loss': epoch_loss, 'epoch_acc': epoch_acc}\n", + "\n", + " def epoch_postprocess(self, prefix, data_loader, epoch,\n", + " history, loss_func, log_interval):\n", + " loss_and_acc = self.compute_epoch_loss_and_acc(data_loader, loss_func)\n", + " epoch_loss = loss_and_acc['epoch_loss']\n", + " epoch_acc = loss_and_acc['epoch_acc']\n", + " history.append({'epoch_loss': epoch_loss,\n", + " 'epoch_acc': epoch_acc})\n", + " self.log_epoch_loss_and_acc(prefix, epoch,\n", + " epoch_loss,\n", + " epoch_acc,\n", + " log_interval)\n", + "\n", + " def train(self, train_loader, val_loader, num_epochs, lr,\n", + " loss_func=F.cross_entropy, opt_func=torch.optim.SGD,\n", + " log_interval=5):\n", + " optimizer = opt_func(self.parameters(), lr)\n", + " self.history_train = [] # history of train set\n", + " self.history_val = [] # history of validation set\n", + "\n", + " # initial loss and accuracy of training dataset\n", + " self.epoch_postprocess('Train', train_loader, 0,\n", + " self.history_train, loss_func, log_interval)\n", + "\n", + " # initial loss and accuracy of validation dataset\n", + " self.epoch_postprocess('Val', val_loader, 0,\n", + " self.history_val, loss_func, log_interval)\n", + "\n", + " # iteration\n", + " for epoch in range(num_epochs):\n", + " for batch in train_loader:\n", + " loss = self.evaluate(batch, loss_func, need_acc=False)['loss']\n", + " loss.backward()\n", + " optimizer.step()\n", + " optimizer.zero_grad()\n", + "\n", + " # training dataset loss and accuracy\n", + " self.epoch_postprocess('Train', train_loader, epoch+1,\n", + " self.history_train, loss_func, log_interval)\n", + "\n", + " # validation dataset loss and accuracy\n", + " self.epoch_postprocess('Val', val_loader, epoch+1,\n", + " self.history_val, loss_func, log_interval)\n", + "\n", + " def predict(self, inputs):\n", + " outputs = self(inputs)\n", + " _, preds = torch.max(outputs, dim=1)\n", + " return [preds[i].item() for i in range(len(preds))]\n", + "\n", + " def save_model(self, save_file):\n", + " torch.save(self.state_dict(), save_file)\n", + " pickle.dump(self.history_train, open('insurance_history_train.pkl', 'wb'))\n", + " pickle.dump(self.history_val, open('insurance_history_val.pkl', 'wb'))\n", + "\n", + "\n", + " def recover_model(self, save_file):\n", + " self.load_state_dict(torch.load(save_file))\n", + " self.history_train = pickle.load(open('insurance_history_train.pkl', 'rb'))\n", + " self.history_val = pickle.load(open('insurance_history_val.pkl', 'rb'))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "分割训练集,按5:1的比例划分训练集和验证集。" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "# delete CaseId (because it has no meaning)\n", + "train_df.drop('CaseId', axis=1, inplace=True)\n", + "\n", + "# convert pandas dataframe to numpy array\n", + "train_data = train_df.to_numpy()\n", + "\n", + "# convert numpy array to tensor\n", + "inputs = torch.from_numpy(train_data[:, :36]).type(torch.float)\n", + "labels = torch.from_numpy(train_data[:, 36]).type(torch.long)\n", + "\n", + "dataset = TensorDataset(inputs, labels)\n", + "train_ds, val_ds = random_split(dataset, [166666, 33334])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "使用gpu加速计算,Pytorch中使用gpu计算十分简单,只需要将训练数据和模型参数转移到显存中即可(前提是配置好cuda驱动)。" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "def to_device(data, device):\n", + " \"\"\"Move tensor(s) to chosen device\"\"\"\n", + " if isinstance(data, (list,tuple)):\n", + " return [to_device(x, device) for x in data]\n", + " return data.to(device, non_blocking=True)\n", + "\n", + "class DeviceDataLoader():\n", + " \"\"\"Wrap a dataloader to move data to a device (default: cpu)\"\"\"\n", + " def __init__(self, dl, device):\n", + " self.dl = dl\n", + " self.device = device\n", + "\n", + " def __iter__(self):\n", + " \"\"\"Yield a batch of data after moving it to device\"\"\"\n", + " for b in self.dl:\n", + " yield to_device(b, self.device)\n", + "\n", + " def __len__(self):\n", + " \"\"\"Number of batches\"\"\"\n", + " return len(self.dl)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "logging.basicConfig(format='%(asctime)s %(levelname)s:%(message)s', \\\n", + " level=logging.INFO, datefmt='%m/%d/%Y %I:%M:%S %p')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "选用Simoid作为激活函数,学习速率选为0.002,迭代步数为100时:" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "03/07/2022 09:47:21 AM INFO:Initializing NN model.\n", + "03/07/2022 09:47:21 AM INFO:Start training...\n", + "c:\\users\\sj2050\\miniconda3\\lib\\site-packages\\torch\\nn\\functional.py:1806: UserWarning: nn.functional.sigmoid is deprecated. Use torch.sigmoid instead.\n", + " warnings.warn(\"nn.functional.sigmoid is deprecated. Use torch.sigmoid instead.\")\n", + "03/07/2022 09:47:23 AM INFO:Train_Epoch [0], loss: 0.7611, acc: 0.1599.\n", + "03/07/2022 09:47:23 AM INFO:Val_Epoch [0], loss: 0.7607, acc: 0.1613.\n", + "03/07/2022 09:48:02 AM INFO:Train_Epoch [10], loss: 0.3849, acc: 0.8423.\n", + "03/07/2022 09:48:02 AM INFO:Val_Epoch [10], loss: 0.3880, acc: 0.8410.\n", + "03/07/2022 09:48:40 AM INFO:Train_Epoch [20], loss: 0.3231, acc: 0.8607.\n", + "03/07/2022 09:48:41 AM INFO:Val_Epoch [20], loss: 0.3276, acc: 0.8578.\n", + "03/07/2022 09:49:18 AM INFO:Train_Epoch [30], loss: 0.3014, acc: 0.8584.\n", + "03/07/2022 09:49:19 AM INFO:Val_Epoch [30], loss: 0.3060, acc: 0.8552.\n", + "03/07/2022 09:49:57 AM INFO:Train_Epoch [40], loss: 0.2875, acc: 0.8610.\n", + "03/07/2022 09:49:58 AM INFO:Val_Epoch [40], loss: 0.2923, acc: 0.8576.\n", + "03/07/2022 09:50:34 AM INFO:Train_Epoch [50], loss: 0.2769, acc: 0.8632.\n", + "03/07/2022 09:50:34 AM INFO:Val_Epoch [50], loss: 0.2818, acc: 0.8595.\n", + "03/07/2022 09:51:10 AM INFO:Train_Epoch [60], loss: 0.2678, acc: 0.8847.\n", + "03/07/2022 09:51:11 AM INFO:Val_Epoch [60], loss: 0.2731, acc: 0.8805.\n", + "03/07/2022 09:51:47 AM INFO:Train_Epoch [70], loss: 0.2601, acc: 0.8888.\n", + "03/07/2022 09:51:47 AM INFO:Val_Epoch [70], loss: 0.2655, acc: 0.8849.\n", + "03/07/2022 09:52:23 AM INFO:Train_Epoch [80], loss: 0.2533, acc: 0.8898.\n", + "03/07/2022 09:52:23 AM INFO:Val_Epoch [80], loss: 0.2591, acc: 0.8858.\n", + "03/07/2022 09:53:01 AM INFO:Train_Epoch [90], loss: 0.2475, acc: 0.8932.\n", + "03/07/2022 09:53:01 AM INFO:Val_Epoch [90], loss: 0.2530, acc: 0.8895.\n", + "03/07/2022 09:53:39 AM INFO:Train_Epoch [100], loss: 0.2420, acc: 0.8952.\n", + "03/07/2022 09:53:39 AM INFO:Val_Epoch [100], loss: 0.2481, acc: 0.8916.\n", + "03/07/2022 09:53:39 AM INFO:Training finished.\n", + "03/07/2022 09:53:39 AM INFO:Save model.\n" + ] + } + ], + "source": [ + "x_dim = 36 # input dimension\n", + "y_dim = 2 # label dimension\n", + "hidden_dim = 24 # hidden layer dimension\n", + "act_func = F.sigmoid # activation function\n", + "batch_size = 128\n", + "num_epochs = 100\n", + "learning_rate = 0.01\n", + "device = torch.device('cuda')\n", + "\n", + "train_loader = DataLoader(train_ds, batch_size, shuffle=True)\n", + "val_loader = DataLoader(val_ds, batch_size)\n", + "# move dataloader to gpu\n", + "train_loader = DeviceDataLoader(train_loader, device)\n", + "val_loader = DeviceDataLoader(val_loader, device)\n", + "\n", + "# initialize linear regression model\n", + "logging.info(\"Initializing NN model.\")\n", + "insurance_model = Insurance_Model(x_dim, hidden_dim, y_dim, act_func)\n", + "# move model parameters to gpu\n", + "to_device(insurance_model, device)\n", + "logging.info(\"Start training...\")\n", + "insurance_model.train(train_loader, val_loader, num_epochs,\n", + " learning_rate, log_interval=10, opt_func=torch.optim.SGD)\n", + "logging.info(\"Training finished.\")\n", + "\n", + "logging.info(\"Save model.\")\n", + "insurance_model.save_model('report01-insurance_model.pth')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "训练过程中的损失函数值和准确率变化:" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [], + "source": [ + "history_train = pickle.load(open('insurance_history_train.pkl', 'rb'))\n", + "history_val = pickle.load(open('insurance_history_val.pkl', 'rb'))" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Loss vs. No. of epochs')" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", "\n", + "train_losses = [float(x['epoch_loss']) for x in history_train]\n", + "val_losses = [float(x['epoch_loss']) for x in history_val]\n", + "plt.plot(train_losses, '-x', label='train')\n", + "plt.plot(val_losses, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('loss')\n", + "plt.legend()\n", + "plt.title('Loss vs. No. of epochs')" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Accuracy vs. No. of epochs')" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "train_accs = [float(x['epoch_acc']) for x in history_train]\n", + "val_accs = [float(x['epoch_acc']) for x in history_val]\n", + "plt.plot(train_accs, '-x', label='train')\n", + "plt.plot(val_accs, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('accuracy')\n", + "plt.legend()\n", + "plt.title('Accuracy vs. No. of epochs')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "选用ReLU作为激活函数,学习速率选为0.002,迭代步数为100时:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "03/07/2022 09:58:44 AM INFO:Initializing NN model.\n", + "03/07/2022 09:58:44 AM INFO:Start training...\n", + "03/07/2022 09:58:46 AM INFO:Train_Epoch [0], loss: 0.8011, acc: 0.2116.\n", + "03/07/2022 09:58:46 AM INFO:Val_Epoch [0], loss: 0.8005, acc: 0.2112.\n", + "03/07/2022 09:59:24 AM INFO:Train_Epoch [10], loss: 0.2874, acc: 0.8679.\n", + "03/07/2022 09:59:25 AM INFO:Val_Epoch [10], loss: 0.2927, acc: 0.8627.\n", + "03/07/2022 10:00:03 AM INFO:Train_Epoch [20], loss: 0.2563, acc: 0.8909.\n", + "03/07/2022 10:00:03 AM INFO:Val_Epoch [20], loss: 0.2626, acc: 0.8869.\n", + "03/07/2022 10:00:41 AM INFO:Train_Epoch [30], loss: 0.2353, acc: 0.9030.\n", + "03/07/2022 10:00:41 AM INFO:Val_Epoch [30], loss: 0.2415, acc: 0.8998.\n", + "03/07/2022 10:01:20 AM INFO:Train_Epoch [40], loss: 0.2239, acc: 0.9062.\n", + "03/07/2022 10:01:21 AM INFO:Val_Epoch [40], loss: 0.2302, acc: 0.9024.\n", + "03/07/2022 10:02:01 AM INFO:Train_Epoch [50], loss: 0.2175, acc: 0.9080.\n", + "03/07/2022 10:02:01 AM INFO:Val_Epoch [50], loss: 0.2237, acc: 0.9045.\n", + "03/07/2022 10:02:43 AM INFO:Train_Epoch [60], loss: 0.2132, acc: 0.9100.\n", + "03/07/2022 10:02:43 AM INFO:Val_Epoch [60], loss: 0.2189, acc: 0.9067.\n", + "03/07/2022 10:03:21 AM INFO:Train_Epoch [70], loss: 0.2115, acc: 0.9072.\n", + "03/07/2022 10:03:21 AM INFO:Val_Epoch [70], loss: 0.2179, acc: 0.9037.\n", + "03/07/2022 10:03:58 AM INFO:Train_Epoch [80], loss: 0.2073, acc: 0.9109.\n", + "03/07/2022 10:03:59 AM INFO:Val_Epoch [80], loss: 0.2134, acc: 0.9076.\n", + "03/07/2022 10:04:38 AM INFO:Train_Epoch [90], loss: 0.2205, acc: 0.9065.\n", + "03/07/2022 10:04:38 AM INFO:Val_Epoch [90], loss: 0.2257, acc: 0.9038.\n" + ] + } + ], + "source": [ + "x_dim = 36 # input dimension\n", + "y_dim = 2 # label dimension\n", + "hidden_dim = 24 # hidden layer dimension\n", + "act_func = F.relu # activation function\n", + "batch_size = 128\n", + "num_epochs = 100\n", + "learning_rate = 0.01\n", + "device = torch.device('cuda')\n", "\n", - "## 任务简介\n", + "train_loader = DataLoader(train_ds, batch_size, shuffle=True)\n", + "val_loader = DataLoader(val_ds, batch_size)\n", + "# move dataloader to gpu\n", + "train_loader = DeviceDataLoader(train_loader, device)\n", + "val_loader = DeviceDataLoader(val_loader, device)\n", "\n", - "这里简述一下任务是什么;数据的格式,包含了什么数据;最终的目标是什么\n", + "# initialize linear regression model\n", + "logging.info(\"Initializing NN model.\")\n", + "insurance_model = Insurance_Model(x_dim, hidden_dim, y_dim, act_func)\n", + "# move model parameters to gpu\n", + "to_device(insurance_model, device)\n", + "logging.info(\"Start training...\")\n", + "insurance_model.train(train_loader, val_loader, num_epochs,\n", + " learning_rate, log_interval=10, opt_func=torch.optim.SGD)\n", + "logging.info(\"Training finished.\")\n", "\n", - "## 解决途径\n", + "logging.info(\"Save model.\")\n", + "insurance_model.save_model('report01-insurance_model.pth')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "训练过程中的损失函数值和准确率变化:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "history_train = pickle.load(open('insurance_history_train.pkl', 'rb'))\n", + "history_val = pickle.load(open('insurance_history_val.pkl', 'rb'))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", "\n", - "主要包括:\n", - "1. 问题的思考,整体的思路\n", - "2. 选用的方法,以及为何选用这些方法\n", - "3. 实现过程遇到的问题,以及如何解决的\n", - "4. 最终的结果,实验分析\n", + "train_losses = [float(x['epoch_loss']) for x in history_train]\n", + "val_losses = [float(x['epoch_loss']) for x in history_val]\n", + "plt.plot(train_losses, '-x', label='train')\n", + "plt.plot(val_losses, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('loss')\n", + "plt.legend()\n", + "plt.title('Loss vs. No. of epochs')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "train_accs = [float(x['epoch_acc']) for x in history_train]\n", + "val_accs = [float(x['epoch_acc']) for x in history_val]\n", + "plt.plot(train_accs, '-x', label='train')\n", + "plt.plot(val_accs, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('accuracy')\n", + "plt.legend()\n", + "plt.title('Accuracy vs. No. of epochs')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "选用tanh作为激活函数,学习速率选为0.002,迭代步数为100时:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "x_dim = 36 # input dimension\n", + "y_dim = 2 # label dimension\n", + "hidden_dim = 24 # hidden layer dimension\n", + "act_func = F.tanh # activation function\n", + "batch_size = 128\n", + "num_epochs = 100\n", + "learning_rate = 0.002\n", + "device = torch.device('cuda')\n", + "\n", + "train_loader = DataLoader(train_ds, batch_size, shuffle=True)\n", + "val_loader = DataLoader(val_ds, batch_size)\n", + "# move dataloader to gpu\n", + "train_loader = DeviceDataLoader(train_loader, device)\n", + "val_loader = DeviceDataLoader(val_loader, device)\n", "\n", - "要求:\n", - "1. 数据的可视化\n", - "2. 程序,以及各个部分的解释、说明\n", - "3. 结果的可视化,精度等的分析\n", + "# initialize linear regression model\n", + "logging.info(\"Initializing NN model.\")\n", + "insurance_model = Insurance_Model(x_dim, hidden_dim, y_dim, act_func)\n", + "# move model parameters to gpu\n", + "to_device(insurance_model, device)\n", + "logging.info(\"Start training...\")\n", + "insurance_model.train(train_loader, val_loader, num_epochs,\n", + " learning_rate, log_interval=10, opt_func=torch.optim.SGD)\n", + "logging.info(\"Training finished.\")\n", "\n", - "## 总结\n", - "总结任务实现过程所取得的心得等。" + "logging.info(\"Save model.\")\n", + "insurance_model.save_model('report01-insurance_model.pth')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "训练过程中的损失函数值和准确率变化:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "history_train = pickle.load(open('insurance_history_train.pkl', 'rb'))\n", + "history_val = pickle.load(open('insurance_history_val.pkl', 'rb'))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "train_losses = [float(x['epoch_loss']) for x in history_train]\n", + "val_losses = [float(x['epoch_loss']) for x in history_val]\n", + "plt.plot(train_losses, '-x', label='train')\n", + "plt.plot(val_losses, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('loss')\n", + "plt.legend()\n", + "plt.title('Loss vs. No. of epochs')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "train_accs = [float(x['epoch_acc']) for x in history_train]\n", + "val_accs = [float(x['epoch_acc']) for x in history_val]\n", + "plt.plot(train_accs, '-x', label='train')\n", + "plt.plot(val_accs, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('accuracy')\n", + "plt.legend()\n", + "plt.title('Accuracy vs. No. of epochs')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 5. 小结" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "在本次任务中,我们使用了全连接神经网络进行了交通事故理赔审核预测。这是我第一次使用Pytorch进行实战开发,在开发中遇到了不少问题,例如从训练样本文件中读入输入值和标签值时,需考虑读入的类型,例如标签label需要为整型,如果类型不当,Pytorch将会爆出RuntimeError: expected scalar type Long but found Float的错误。如果需要使用gpu加速计算,需要安装对应的显卡驱动,并且gpu版的Pytorch和普通版本的Pytorch并不一致,需要卸载掉原有的Pytorch再重新安装gpu版的Pytorch才能使用到gpu加速功能。同时,在开发中,也感受到了Pytorch的魅力,其所有操纵都十分简洁,但功能齐全,与平时作业手写神经网络相比,大大提升了开发效率。此外,在该任务中,我们还测试了不同的激活函数下的训练精度和效果,结果发现ReLu激活函数往往能取得更好的效果。" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, @@ -48,7 +1332,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.5.2" + "version": "3.9.7" }, "main_language": "python" }, diff --git a/report_01_accident_claims/Report01-交通事故理赔审核预测.pdf b/report_01_accident_claims/Report01-交通事故理赔审核预测.pdf new file mode 100644 index 0000000..8f6ff80 Binary files /dev/null and b/report_01_accident_claims/Report01-交通事故理赔审核预测.pdf differ diff --git a/report_01_accident_claims/images/relu.jpg b/report_01_accident_claims/images/relu.jpg new file mode 100644 index 0000000..27f719c Binary files /dev/null and b/report_01_accident_claims/images/relu.jpg differ diff --git a/report_01_accident_claims/images/sigmoid.jpg b/report_01_accident_claims/images/sigmoid.jpg new file mode 100644 index 0000000..3de74f0 Binary files /dev/null and b/report_01_accident_claims/images/sigmoid.jpg differ diff --git a/report_01_accident_claims/images/tanh.jpg b/report_01_accident_claims/images/tanh.jpg new file mode 100644 index 0000000..996d754 Binary files /dev/null and b/report_01_accident_claims/images/tanh.jpg differ diff --git a/report_01_accident_claims/images/全连接神经网络结构.png b/report_01_accident_claims/images/全连接神经网络结构.png new file mode 100644 index 0000000..192b1c2 Binary files /dev/null and b/report_01_accident_claims/images/全连接神经网络结构.png differ diff --git a/report_01_accident_claims/images/全连接神经网络运算示意图.jpg b/report_01_accident_claims/images/全连接神经网络运算示意图.jpg new file mode 100644 index 0000000..bc94640 Binary files /dev/null and b/report_01_accident_claims/images/全连接神经网络运算示意图.jpg differ diff --git a/report_01_accident_claims/insurance_history_train.pkl b/report_01_accident_claims/insurance_history_train.pkl new file mode 100644 index 0000000..73d24a8 Binary files /dev/null and b/report_01_accident_claims/insurance_history_train.pkl differ diff --git a/report_01_accident_claims/insurance_history_val.pkl b/report_01_accident_claims/insurance_history_val.pkl new file mode 100644 index 0000000..a4ad8cc Binary files /dev/null and b/report_01_accident_claims/insurance_history_val.pkl differ diff --git a/report_01_accident_claims/report01-insurance_model.pth b/report_01_accident_claims/report01-insurance_model.pth new file mode 100644 index 0000000..c5d81e4 Binary files /dev/null and b/report_01_accident_claims/report01-insurance_model.pth differ diff --git a/report_01_accident_claims/report01_accident_claims.ipynb b/report_01_accident_claims/report01_accident_claims.ipynb new file mode 100644 index 0000000..8ef0aba --- /dev/null +++ b/report_01_accident_claims/report01_accident_claims.ipynb @@ -0,0 +1,1479 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Report01 - 交通事故理赔审核预测\n", + "\n", + "* 沈键\n", + "* 2021200082" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 1. 任务简介" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    在交通摩擦(事故)发生后,理赔员会前往现场勘察、采集信息,这些信息往往影响着车主是否能够得到保险公司的理赔。训练集数据包括理赔人员在现场对该事故方采集的36条信息,信息已经被编码,以及该事故方最终是否获得理赔。我们的任务是根据这36条信息预测该事故方没有被理赔的概率。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2. 数据分析" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    想来分析一下所给的数据特征。使用pandas读入train.csv文件并显示前几行:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Q28 Q29 Q30 Q31 Q32 \\\n", + "0 1 0 0 0 0 0 0 0 0 0 ... 0 0 0 0 0 \n", + "1 2 0 0 0 0 0 0 0 0 0 ... 0 1 1 1 1 \n", + "2 3 0 0 0 0 0 0 0 1 0 ... 1 2 2 2 1 \n", + "3 4 0 0 0 0 0 0 0 0 0 ... 1 3 2 3 1 \n", + "4 5 0 0 0 0 0 0 0 0 0 ... 1 4 2 4 1 \n", + "5 6 0 0 0 0 0 0 0 0 0 ... 1 2 3 5 1 \n", + "6 7 0 0 0 0 0 0 0 0 0 ... 0 3 1 6 1 \n", + "7 8 0 0 0 0 0 0 0 0 0 ... 1 3 1 3 1 \n", + "8 9 0 0 0 0 0 0 0 2 0 ... 0 2 1 2 1 \n", + "9 10 0 0 0 0 0 0 0 0 0 ... 0 2 1 7 1 \n", + "\n", + " Q33 Q34 Q35 Q36 Evaluation \n", + "0 0 0 0 0 0 \n", + "1 0 0 0 0 0 \n", + "2 0 0 0 0 0 \n", + "3 0 0 1 1 0 \n", + "4 0 0 1 1 0 \n", + "5 0 0 0 0 0 \n", + "6 0 0 1 1 1 \n", + "7 0 0 1 1 1 \n", + "8 0 0 0 0 0 \n", + "9 0 0 0 0 0 \n", + "\n", + "[10 rows x 38 columns]" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import pandas as pd\n", + "\n", + "train_df = pd.read_csv(\"./data/train.csv\")\n", + "train_df.head(10)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 200000 entries, 0 to 199999\n", + "Data columns (total 38 columns):\n", + " # Column Non-Null Count Dtype\n", + "--- ------ -------------- -----\n", + " 0 CaseId 200000 non-null int64\n", + " 1 Q1 200000 non-null int64\n", + " 2 Q2 200000 non-null int64\n", + " 3 Q3 200000 non-null int64\n", + " 4 Q4 200000 non-null int64\n", + " 5 Q5 200000 non-null int64\n", + " 6 Q6 200000 non-null int64\n", + " 7 Q7 200000 non-null int64\n", + " 8 Q8 200000 non-null int64\n", + " 9 Q9 200000 non-null int64\n", + " 10 Q10 200000 non-null int64\n", + " 11 Q11 200000 non-null int64\n", + " 12 Q12 200000 non-null int64\n", + " 13 Q13 200000 non-null int64\n", + " 14 Q14 200000 non-null int64\n", + " 15 Q15 200000 non-null int64\n", + " 16 Q16 200000 non-null int64\n", + " 17 Q17 200000 non-null int64\n", + " 18 Q18 200000 non-null int64\n", + " 19 Q19 200000 non-null int64\n", + " 20 Q20 200000 non-null int64\n", + " 21 Q21 200000 non-null int64\n", + " 22 Q22 200000 non-null int64\n", + " 23 Q23 200000 non-null int64\n", + " 24 Q24 200000 non-null int64\n", + " 25 Q25 200000 non-null int64\n", + " 26 Q26 200000 non-null int64\n", + " 27 Q27 200000 non-null int64\n", + " 28 Q28 200000 non-null int64\n", + " 29 Q29 200000 non-null int64\n", + " 30 Q30 200000 non-null int64\n", + " 31 Q31 200000 non-null int64\n", + " 32 Q32 200000 non-null int64\n", + " 33 Q33 200000 non-null int64\n", + " 34 Q34 200000 non-null int64\n", + " 35 Q35 200000 non-null int64\n", + " 36 Q36 200000 non-null int64\n", + " 37 Evaluation 200000 non-null int64\n", + "dtypes: int64(38)\n", + "memory usage: 58.0 MB\n" + ] + } + ], + "source": [ + "train_df.info()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "train.csv给了20w条数据,第一列为交通事故案例的Id,其意义不大,可以舍去,第2列至第37列为理赔人员在现场对该事故方采集的36条信息,并已经被编码,用整型表示,最后一列表示是否理赔。上图中显示了各项信息分数的分布。" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ],\n", + " [,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ],\n", + " [,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ],\n", + " [,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ],\n", + " [,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ],\n", + " [,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ]], dtype=object)" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "train_df.iloc[:, 1:37].hist(figsize=(20, 20))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "这是一个二分类的问题,并且数据集较大,当特征量并不多,考虑使用全连接神经网络解决。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 3. 全连接神经网络" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    全连接神经网络,顾名思义,就是相邻两层之间任意两个节点之间都有连接。全连接神经网络是最为普通的一种模型(比如和CNN相比),由于是全连接,所以会有更多的权重值和连接,因此也意味着占用更多的内存和计算。其网络结构如下图所示:" + ] + }, + { + "attachments": { + "%E5%85%A8%E8%BF%9E%E6%8E%A5%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E7%BB%93%E6%9E%84.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![%E5%85%A8%E8%BF%9E%E6%8E%A5%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E7%BB%93%E6%9E%84.png](attachment:%E5%85%A8%E8%BF%9E%E6%8E%A5%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E7%BB%93%E6%9E%84.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "其由输入层,隐藏层和输出层组成。当给定输入后,输入层通过一组线性关系公式传给隐藏层,到达隐藏层后,又通过一组线性关系输出给输出层,最后由输出层输出最终的预测值。其示意图如下:" + ] + }, + { + "attachments": { + "%E5%85%A8%E8%BF%9E%E6%8E%A5%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E8%BF%90%E7%AE%97%E7%A4%BA%E6%84%8F%E5%9B%BE.jpg": { + "image/jpeg": 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+ } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![%E5%85%A8%E8%BF%9E%E6%8E%A5%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E8%BF%90%E7%AE%97%E7%A4%BA%E6%84%8F%E5%9B%BE.jpg](attachment:%E5%85%A8%E8%BF%9E%E6%8E%A5%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E8%BF%90%E7%AE%97%E7%A4%BA%E6%84%8F%E5%9B%BE.jpg)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "其中$x$表示前一层传入的输出值,$w$表示系数矩阵,$b$表示偏置项。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "但光靠上面的结构,其输入值和输出值之间仍然保持线性关系,与普通的逻辑回归模型可以证明是等价的。为了增加非线性特性,数据在从隐藏层和输出层输出前,会通过一层激活函数的计算,由此引入非线性特性,增加模型的表达能力。常见的激活函数有:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Sigmoid激活函数:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$\n", + "\\sigma(x)=\\frac{1}{1+e^{-x}}\n", + "$$" + ] + }, + { + "attachments": { + "sigmoid.jpg": { + "image/jpeg": 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+ } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![sigmoid.jpg](attachment:sigmoid.jpg)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "tanh激活函数:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$\n", + "\\tanh (x)=2 \\sigma(2 x)-1\n", + "$$" + ] + }, + { + "attachments": { + "tanh.jpg": { + "image/jpeg": 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+ } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![tanh.jpg](attachment:tanh.jpg)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "ReLU激活函数:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$\n", + "\\operatorname{Re} L U(x)=\\max (0, x)\n", + "$$" + ] + }, + { + "attachments": { + "relu.jpg": { + "image/jpeg": 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+ } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![relu.jpg](attachment:relu.jpg)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "如果各层之间的系数矩阵和偏置项已知的话,给定输入值,就可以求出输出值来,这个过程叫做前向传播。但实际情况是,在训练前,模型的系数矩阵和偏置项的中的值是随机的,此时需要根据预测结果与真实值的误差大小修正模型的系数矩阵和偏置项,这一过程称为反向传播。首先,我们定义一个损失函数,用于评估预测结果与真实值之间的误差,本次任务中选用的损失函数为Pytorch中提供的交叉熵函数(CrossEntropyLoss),其由log_softmax和nll_loss实现。log_softmax为对数softmax函数,其计算公式为:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$\n", + "\\text { log_softmax }=\\log \\left(\\frac{\\exp \\left(x_{i}\\right)}{\\sum_{j} \\exp \\left(x_{j}\\right)}\\right)\n", + "$$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "nll_loss的计算方式就是将上面输出的值与对应的Label中的类别拿出来去掉负号,用计算公式表示为:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$\n", + "\\text { nll_loss }(x, \\text { class })=-x[\\text { class }]\n", + "$$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "再计算出了预测值与输出值之间的损失函数,开始反向传播,逐层求出目标函数对各神经元权值的偏导数,构成目标函数对权值向量的梯量,作为修改权值的依据,网络的学习在权值修改过程中完成。误差达到所期望值时,网络学习结束。Pytorch中内置的数据结构Tensor支持自动微分,使得我们不需要手动给出某一项参数的具体的求导公式,给我们带来了极大的便利。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 4. 模型训练" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "使用Pytorch搭建的全连接神经网络代码如下:" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "import logging\n", + "import pickle\n", + "import torch\n", + "import torch.nn as nn\n", + "import torch.nn.functional as F\n", + "from torch.utils.data import TensorDataset\n", + "from torch.utils.data import DataLoader\n", + "from torch.utils.data import random_split\n", + "\n", + "class Insurance_Model(nn.Module):\n", + " def __init__(self, input_dim, hidden_dim, num_classes,\n", + " act_func=F.sigmoid):\n", + " super().__init__()\n", + " # hidden layer\n", + " self.linear_layer1 = nn.Linear(input_dim, hidden_dim)\n", + " # output layer\n", + " self.linear_layer2 = nn.Linear(hidden_dim, num_classes)\n", + " # activation function\n", + " self.act_func = act_func\n", + "\n", + " def forward(self, inputs):\n", + " outputs = self.linear_layer1(inputs)\n", + " outputs = self.act_func(outputs)\n", + " outputs = self.linear_layer2(outputs)\n", + " return outputs\n", + "\n", + " @staticmethod\n", + " def compute_accuracy(outputs, labels):\n", + " _, preds = torch.max(outputs, dim=1)\n", + " return torch.tensor(torch.sum(preds == labels).item() / len(preds))\n", + "\n", + " @staticmethod\n", + " def log_epoch_loss_and_acc(prefix, epoch, epoch_loss, epoch_acc, interval=5):\n", + " if epoch % interval == 0:\n", + " logging.info(f'{prefix}_Epoch [{epoch}], loss: {epoch_loss:.4f},'\n", + " f' acc: {epoch_acc:.4f}.')\n", + "\n", + " def evaluate(self, batch, loss_func, need_acc=False, no_grad=False):\n", + " if no_grad:\n", + " with torch.no_grad():\n", + " inputs, labels = batch\n", + " outputs = self(inputs)\n", + " loss = loss_func(outputs, labels)\n", + " else:\n", + " inputs, labels = batch\n", + " outputs = self(inputs)\n", + " loss = loss_func(outputs, labels)\n", + "\n", + " if need_acc:\n", + " acc = self.compute_accuracy(outputs, labels)\n", + " return {'loss': loss, 'acc': acc}\n", + " else:\n", + " return {'loss': loss}\n", + "\n", + " def compute_epoch_loss_and_acc(self, dataloader, loss_func):\n", + " results = [self.evaluate(batch, loss_func, need_acc=True, no_grad=True)\n", + " for batch in dataloader]\n", + " batch_losses = [r['loss'] for r in results]\n", + " epoch_loss = torch.stack(batch_losses).mean()\n", + " batch_accs = [r['acc'] for r in results]\n", + " epoch_acc = torch.stack(batch_accs).mean()\n", + " return {'epoch_loss': epoch_loss, 'epoch_acc': epoch_acc}\n", + "\n", + " def epoch_postprocess(self, prefix, data_loader, epoch,\n", + " history, loss_func, log_interval):\n", + " loss_and_acc = self.compute_epoch_loss_and_acc(data_loader, loss_func)\n", + " epoch_loss = loss_and_acc['epoch_loss']\n", + " epoch_acc = loss_and_acc['epoch_acc']\n", + " history.append({'epoch_loss': epoch_loss,\n", + " 'epoch_acc': epoch_acc})\n", + " self.log_epoch_loss_and_acc(prefix, epoch,\n", + " epoch_loss,\n", + " epoch_acc,\n", + " log_interval)\n", + "\n", + " def train(self, train_loader, val_loader, num_epochs, lr,\n", + " loss_func=F.cross_entropy, opt_func=torch.optim.SGD,\n", + " log_interval=5):\n", + " optimizer = opt_func(self.parameters(), lr)\n", + " self.history_train = [] # history of train set\n", + " self.history_val = [] # history of validation set\n", + "\n", + " # initial loss and accuracy of training dataset\n", + " self.epoch_postprocess('Train', train_loader, 0,\n", + " self.history_train, loss_func, log_interval)\n", + "\n", + " # initial loss and accuracy of validation dataset\n", + " self.epoch_postprocess('Val', val_loader, 0,\n", + " self.history_val, loss_func, log_interval)\n", + "\n", + " # iteration\n", + " for epoch in range(num_epochs):\n", + " for batch in train_loader:\n", + " loss = self.evaluate(batch, loss_func, need_acc=False)['loss']\n", + " loss.backward()\n", + " optimizer.step()\n", + " optimizer.zero_grad()\n", + "\n", + " # training dataset loss and accuracy\n", + " self.epoch_postprocess('Train', train_loader, epoch+1,\n", + " self.history_train, loss_func, log_interval)\n", + "\n", + " # validation dataset loss and accuracy\n", + " self.epoch_postprocess('Val', val_loader, epoch+1,\n", + " self.history_val, loss_func, log_interval)\n", + "\n", + " def predict(self, inputs):\n", + " outputs = self(inputs)\n", + " _, preds = torch.max(outputs, dim=1)\n", + " return [preds[i].item() for i in range(len(preds))]\n", + "\n", + " def save_model(self, save_file):\n", + " torch.save(self.state_dict(), save_file)\n", + " pickle.dump(self.history_train, open('insurance_history_train.pkl', 'wb'))\n", + " pickle.dump(self.history_val, open('insurance_history_val.pkl', 'wb'))\n", + "\n", + "\n", + " def recover_model(self, save_file):\n", + " self.load_state_dict(torch.load(save_file))\n", + " self.history_train = pickle.load(open('insurance_history_train.pkl', 'rb'))\n", + " self.history_val = pickle.load(open('insurance_history_val.pkl', 'rb'))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "分割训练集,按5:1的比例划分训练集和验证集。" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "# delete CaseId (because it has no meaning)\n", + "train_df.drop('CaseId', axis=1, inplace=True)\n", + "\n", + "# convert pandas dataframe to numpy array\n", + "train_data = train_df.to_numpy()\n", + "\n", + "# convert numpy array to tensor\n", + "inputs = torch.from_numpy(train_data[:, :36]).type(torch.float)\n", + "labels = torch.from_numpy(train_data[:, 36]).type(torch.long)\n", + "\n", + "dataset = TensorDataset(inputs, labels)\n", + "train_ds, val_ds = random_split(dataset, [166666, 33334])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "使用gpu加速计算,Pytorch中使用gpu计算十分简单,只需要将训练数据和模型参数转移到显存中即可(前提是配置好cuda驱动)。" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "def to_device(data, device):\n", + " \"\"\"Move tensor(s) to chosen device\"\"\"\n", + " if isinstance(data, (list,tuple)):\n", + " return [to_device(x, device) for x in data]\n", + " return data.to(device, non_blocking=True)\n", + "\n", + "class DeviceDataLoader():\n", + " \"\"\"Wrap a dataloader to move data to a device (default: cpu)\"\"\"\n", + " def __init__(self, dl, device):\n", + " self.dl = dl\n", + " self.device = device\n", + "\n", + " def __iter__(self):\n", + " \"\"\"Yield a batch of data after moving it to device\"\"\"\n", + " for b in self.dl:\n", + " yield to_device(b, self.device)\n", + "\n", + " def __len__(self):\n", + " \"\"\"Number of batches\"\"\"\n", + " return len(self.dl)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "logging.basicConfig(format='%(asctime)s %(levelname)s:%(message)s', \\\n", + " level=logging.INFO, datefmt='%m/%d/%Y %I:%M:%S %p')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "选用Simoid作为激活函数,学习速率选为0.01,迭代步数为100时:" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "03/07/2022 10:07:18 AM INFO:Initializing NN model.\n", + "03/07/2022 10:07:20 AM INFO:Start training...\n", + "c:\\users\\sj2050\\miniconda3\\lib\\site-packages\\torch\\nn\\functional.py:1806: UserWarning: nn.functional.sigmoid is deprecated. Use torch.sigmoid instead.\n", + " warnings.warn(\"nn.functional.sigmoid is deprecated. Use torch.sigmoid instead.\")\n", + "03/07/2022 10:07:22 AM INFO:Train_Epoch [0], loss: 1.0106, acc: 0.1578.\n", + "03/07/2022 10:07:22 AM INFO:Val_Epoch [0], loss: 1.0096, acc: 0.1587.\n", + "03/07/2022 10:08:01 AM INFO:Train_Epoch [10], loss: 0.2757, acc: 0.8635.\n", + "03/07/2022 10:08:01 AM INFO:Val_Epoch [10], loss: 0.2757, acc: 0.8634.\n", + "03/07/2022 10:08:37 AM INFO:Train_Epoch [20], loss: 0.2434, acc: 0.8928.\n", + "03/07/2022 10:08:37 AM INFO:Val_Epoch [20], loss: 0.2435, acc: 0.8927.\n", + "03/07/2022 10:09:14 AM INFO:Train_Epoch [30], loss: 0.2261, acc: 0.9054.\n", + "03/07/2022 10:09:15 AM INFO:Val_Epoch [30], loss: 0.2264, acc: 0.9049.\n", + "03/07/2022 10:09:52 AM INFO:Train_Epoch [40], loss: 0.2175, acc: 0.9079.\n", + "03/07/2022 10:09:52 AM INFO:Val_Epoch [40], loss: 0.2177, acc: 0.9075.\n", + "03/07/2022 10:10:30 AM INFO:Train_Epoch [50], loss: 0.2168, acc: 0.9067.\n", + "03/07/2022 10:10:31 AM INFO:Val_Epoch [50], loss: 0.2170, acc: 0.9062.\n", + "03/07/2022 10:11:08 AM INFO:Train_Epoch [60], loss: 0.2263, acc: 0.9001.\n", + "03/07/2022 10:11:09 AM INFO:Val_Epoch [60], loss: 0.2265, acc: 0.8996.\n", + "03/07/2022 10:11:46 AM INFO:Train_Epoch [70], loss: 0.2059, acc: 0.9108.\n", + "03/07/2022 10:11:47 AM INFO:Val_Epoch [70], loss: 0.2059, acc: 0.9107.\n", + "03/07/2022 10:12:25 AM INFO:Train_Epoch [80], loss: 0.2027, acc: 0.9124.\n", + "03/07/2022 10:12:25 AM INFO:Val_Epoch [80], loss: 0.2023, acc: 0.9122.\n", + "03/07/2022 10:13:02 AM INFO:Train_Epoch [90], loss: 0.2006, acc: 0.9120.\n", + "03/07/2022 10:13:03 AM INFO:Val_Epoch [90], loss: 0.1999, acc: 0.9121.\n", + "03/07/2022 10:13:41 AM INFO:Train_Epoch [100], loss: 0.2240, acc: 0.8994.\n", + "03/07/2022 10:13:42 AM INFO:Val_Epoch [100], loss: 0.2236, acc: 0.8997.\n", + "03/07/2022 10:13:42 AM INFO:Training finished.\n", + "03/07/2022 10:13:42 AM INFO:Save model.\n" + ] + } + ], + "source": [ + "x_dim = 36 # input dimension\n", + "y_dim = 2 # label dimension\n", + "hidden_dim = 24 # hidden layer dimension\n", + "act_func = F.sigmoid # activation function\n", + "batch_size = 128\n", + "num_epochs = 100\n", + "learning_rate = 0.01\n", + "device = torch.device('cuda')\n", + "\n", + "train_loader = DataLoader(train_ds, batch_size, shuffle=True)\n", + "val_loader = DataLoader(val_ds, batch_size)\n", + "# move dataloader to gpu\n", + "train_loader = DeviceDataLoader(train_loader, device)\n", + "val_loader = DeviceDataLoader(val_loader, device)\n", + "\n", + "# initialize linear regression model\n", + "logging.info(\"Initializing NN model.\")\n", + "insurance_model = Insurance_Model(x_dim, hidden_dim, y_dim, act_func)\n", + "# move model parameters to gpu\n", + "to_device(insurance_model, device)\n", + "logging.info(\"Start training...\")\n", + "insurance_model.train(train_loader, val_loader, num_epochs,\n", + " learning_rate, log_interval=10, opt_func=torch.optim.SGD)\n", + "logging.info(\"Training finished.\")\n", + "\n", + "logging.info(\"Save model.\")\n", + "insurance_model.save_model('report01-insurance_model.pth')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "训练过程中的损失函数值和准确率变化:" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "history_train = pickle.load(open('insurance_history_train.pkl', 'rb'))\n", + "history_val = pickle.load(open('insurance_history_val.pkl', 'rb'))" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Loss vs. No. of epochs')" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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ACCHlVWNwwQ1Y3rJRt0tKipq4JIQQ4hJDYFnWFEgnnsmFZlSyvRf0BfQtlAldEs7yCBqLlZJiGgJCCAm7IUCl7kXyLHQxlApdizxNnTxsZi4bYaayfC5c5bFBG4HiLykO68cQQkhLIpwewVgoF5X8Rkhr3lnQtJB9AlB7s9wB0snsw4ZlPAIfPQJCCGmUqSoToW2O9TzozJB9HoXmwlP4CdI20IXhNQRlHoHPR4+AEEKaS2PxtdCr8BiSkGr7wOswCieVCXl3QhmqgoKCU/4wT5QxBAwNEUJIoxiCfKinYz3J5Dm5DXpXF2AMliCJg+JDT4RtM6HRqoSEhFMvUVRZaMjPXkOEENIohiAdSsFTfDIUYxqDZ4fssxWapAvYZ5AxBKf+yF8DnmBjsY9zEhBCSHndGFxoaPD0rm9tTYc+hdaY3kGrUeE/Dk01uz0I3YH1lUjfhm7BPtqAHBY8prHYzzYCQghplMZiNQZzkMwJyXvEsZyNZEI4y+DEw9AQIYScXDeelBPBBBuLSxkaIoSQE3Vj+ZIL8ETH2ilfKCOEEEfdeGLRRR6Bn+8REEJIed0YXHADXtNGEGBoiBBC3GkIoqLLDEGpj4POEUKIKw2BJ6qsjaDUz/cICCGkvG4MLriBKNNYHOB7BIQQ4k5D4I0uaywO0CMghBB3txHQEBBCiEsNQTRDQ4QQ4m5D4DUegZSysZgQQlwdGhK+R0AIIS4PDdEjIIQQdxoCb1SU+AOWDjbU1EUhhJBmg6sMgVIiUWJxrCFCCHGvIfDpFAylOmcOIYSQsBsCy7KmQOugXGhGJdv/BK0wWg8dCPdt8VlesdhGQAgh4Z+hDJW6F8mz0GQoD0pH3mwzK5kNlu937P8TJCPCVR6nR0BDQAghjeMRjIVyUdlvhHQCgFnQtGr2v9bMW9wIhoChIUIIaQxDkAhtc6znmbyTgDfQG0kyNL+K7XdCGaqCgoJ6Fcpn0SMghJDm2Fh8DfQ+PAd/ZRuRPxMarUpISKjXB/lhCDxsIyCEkEYxBPlQT8d6ksmryhCEPSyklDI0RAghjWYI0qEUhHOSoRhT2c8O3QnbBiLpBC0JY1kqhIY8Ab5QRgghYTcECONoi+x06FNoDfQu8laj4n8cmurYVQ3ELGwLhKssTkrt0BAbiwkhJOzdRxXU7XOQzAnJeyRk/dFwlqGyNgIvPQJCCGl2jcWNRqlHQ0OVtkkTQogrcZ8hsKJhCBgaIoQQ1xoCPzwChoYIIcTFhiAAj8BLj4AQQlxsCOARRNEQEEKIew1BqQcegbCNgBBCXO0ReNlriBBC3GwIoiWaHgEhhLjbEDA0RAghLjYEYjcW84UyQggprxaDC24h4I1haIgQQupqCCzLuhdqDykvQ8uhi2pzbLPDizYCyy+B0tKmLgkhhLQoj+CHgUDgINKLzJDRN0JPhK1UYQ4NKT6fzp5JCCGktobAMukl0Os6nLQjr2XhjSkzBMU0BIQQUhdDsAyhoLnGEHyK5XZIW2RsxUJoSCkuoSEghJC6GILboBnQGHgDR5FqbXprjZWuZU2B1kG50Iwq9rkKyoZ00pq3Gssj8BcfD/tHEUJIJE1MMx5aASNwBJX1DVgeCf25ugOwnxfJs9BkKA9KR95snCPbsU8KkoegCcjfj/Uup3IRp+IR+HycrpIQQuriETwPHUVFfQbSB6EN0Gs1HDMWykUFvxHSOMwsaFrIPndAz6oR0BWku8N9W6woYwiKi8L9UYQQElGGwGfmFNaK/Bks6pO+thNURyK0zbGeZ/KcnK6CgfkaStNQUmUnQv6dUIaqoKCglkWuHCsYGmKvIUIIqZMhOIRK+CHTbfRfWNbjyh6t6x+a0vDQROha6EWcu2PoTjA8M6HRqoSEhAYJDdEQEEJI3QzB1VCReZ9gJ9Ik6P9qOCYf6ulYTzJ5EuIlaLtBCbQJy+uNYQgbnqhYO/WXMDRECCF2vVibr8FU/m9CHfDE/l2kx5FXUxtBOpSC/ZMhjcdcA80O2edD4w1o+CfehIo2hvPWeKLK2sf9bCwmhJCyetH+vwa0iyeSb6ArIV1eirwfVHcMDIXO/jId+hRaA72rL6LhuMehqWY33bZXu48i/QL6H+yztzZlOlW8UWVtBKX0CAghpE7dR39u3iGwe/Wg4tZA/WfQ+9UdhP3nIJkTkveIY1kboB8wahQsYwjoERBCSN3aCDwhXTv3ttSRS8s9AvYaIoSQOnkE/4EXoGGctx2NxxWe9FsK3mgaAkIIqbMhgDfwPzAEV2BxgsnS7pwf1ObY5oYn6BH4+WYxIYTUxSNQY/APJKoWDUNDhBBSB0MAL+AQkkBlmzQftK/u+OYcGgqwjYAQQmo2BKjoaxpGosURFV32QlmAoSFCCLFpkT1/6oM3umyICXoEhBDiUkNAj4AQQtxuCMxYQwwNEUKISw1BdGxZY7GwjYAQQtztEYifcxYTQogrDUG0aSymR0AIIS41BJbHI8UBrw4/2tRFIYSQZoHrDIHi09cnSnWUbEIIIS41BF6x2EZACCHhNwQ6GT20DsqFZlSy/RaoAFphdHs4yxPEZ9EjIISQOg86V1dQqSMQL89Ck83cxOnI0/mJdTYyJ+8gT2cya9TQkIdtBIQQEnaPYCyUi0p+I6R9NWdB08L4eXX0CNhYTAgh4TYEidA2x3qeyQvlCngKmdD7UM/GuC1+2yNgYzEhhDSHxuKPoT7wGIYhnQf9vbKdYCDuhDJUBQUF9f5QP6JWDA0RQkj4DUE+5HzCTzJ55cAA7IWKzOpL0KjKToR9dEa00aqEhIR6F8xvRYsVoEdACCHhNgTpUAqe4pMhHeDnGmi2cwfkd3esToXWNMZt8aONgKEhQggJc68hPL37UNFrbyCd9F57EL2CvNXIexzLGVhWo3AP1tUA6OP5PuiWcJXnJEMQYGMxIYSE1RAoqOznIJkTkveIY/khJKpGpdQ2BAwNEUJIc2gsbhLUEESx+yghhLjXEPg90fQICCHEzYYgAI/AG/A3dTEIIaRZ4EpDUOqBIRA2FhNCiHsNgRUNj4CNxYQQ4lpDEEAbQRQNASGEuNgQeGEIhG0EhBDiXkNgtxEwNEQIIa41BILQUDRDQ4QQUlYl2v+7DIaGCCHE5YbA9ggYGiKEkLIq0f7fhb2GPFZASn1sJyCEEFcZgrTXfiFZX38sFnoNKSW+Intd8wkhxK24yhC07TdWEuf9WKyDOmumyFoYAV3XfEIIcSthHYa6uTFkwmWShXTY3NtELJHeCx+UvMkv2PmEEOJWXOURKFrpr25zpr28sdMEGgFCiOsJqyGwLGsKtA7KhWZUs98VUAAaHe47om0C/Y9+K76AR1L3zbfXCSHEzYTNEKBS1+kpn4UuhlKha5GXWsl+7ZDcCy0NV1mCZJk2gfzJz8uyuHFSZMVi/Uc0BoQQVxNOj0BbYHMDgcBGqBjLs6Bplez3K+h30PEwlsXm8IZvYASes8NBx1MulQ5yWDYPnm7nE0KIWwmnIUiEtjnW80ye0xsYiaQnDMW/qjsR9rsTylAVFBSccoHG3fSr8jaBgedeJUUBtJUf2GLnE0KIW2myxmJU6vrZT0IP1rQvDMVMaLQqISGhQT6/a5cusipupPTYPk8/oEHOSQghLZFwGoJ8qKdjPcnkBdG2gSHQlzAKm5GOg2Y3RoOxzaKnJLZ7qnQNFMi2rEVleZsW2PmEEOImwmkI0qEUVOzJUAyWr4FmBzfi6b4Qiof6qJCVBk3FckYYy1TO7D3dZMD2D+3eQ7uWvmcbgZJZN9v5hBDiJsJmCFCh60A+06FPoTXQu8hbDaPwODQ1XJ9bW+KHXijTffdJABGqAXn/gBG4Se4uucfOJ4QQN2Ghcm7qMtSJ0aNHBzIyGsZpWLxhjxS/dqVMtJbL+zJJetw4U87qF98g5yaEkOYEHsCXaTuruH2IiVDO8mTL0ahc8fssucxaKLFYFzm3qYtFCCGNiuuGmCjHtAncF3hA0ryj5FAg1g4P2Q3GhBDiIlxrCDavWmi3Cdxy/Y0SdcaVEm8dkieLptr5hBDiJlxrCP7T4RrbCGibQOr5V8uxQIyMa7/PzieEEDfh2jaCu87rV77crn0nSW83Qc44+KVMGK+vOxBCiHtwrUfgRGcoK+48UDrKIVnzddmrDpy5jBDiFmgIgM5Qlrr1DTkciJOiFe+Uj1LKmcsIIW7AtaGhymYu6z/3Vhl2YL4cmZdmD1XNmcsIIW6AHoFBK/3MThdKjOWXHdG9aQQIIa6BhsCg4aCUA1/LJk8vGVScJekfPd+U94UQQhoNGoIKM5c9Jzu7T5Ji8coZyx+WrEVl01iy4ZgQEsnQEITMXNYudZL40XQSY/nkyDdvsOGYEBLxuHrQuarIWvCBDPz8h3JE4qTU8rLhmBAS0YPO0SOohCHnfk9WdJosHayj4g345OihwgrbGSoihEQSNASVoBV9vwNLZEW7idJOjsmoJdNl8Sd/K9/GdwwIIZGEJ8yuyBRoHZQLzahk+13QKmgFtAhKDWd56tpwPPzBj2TFgPvwJQXkzPT7Ze3jo6XXvDvK2xOC++ubyYQQ0lIJmyFApe5F8ix0MaQV/LWVVPRvIWY1FBqO5d+byeybTcOxMuK6xyRzyM+kVCwZWJojrQNFUrgrz95G74AQEgmE883isVAuKvmNugIjMAvJNEhnf7HBtoOO/dtoVhjLUyvG3fSrk/K8PYbKkdVtZHdML0kpWi1nrZwh+ZlPSu/AIdly0YsVvAM1JJWdgxBC3GgIEqFtjnV9jD4zdCcYiLuRPADpBPcXVHYi7HMnEpX06tWrwQtaHcGn/jwz5ETmp69I6uIHcHG74SWI7Fu/VJag8hdPlAzMfcn2JoLH0SgQQloCTd5YDK/gWUjHhP4Z9HAV+8zUbk+qhISEJg0VedomyDGrlWzw9rXdl3O3/EX6bHxLzsx5Utb2v71s3CI2KBNCWhDh9AjyoZ6O9SSTVxUaOmp24zo4wzzBCn7L5Jl2hb/qq3/IwPm3S3drj/jRhjA85xnJ+s086VWSK1snM2RECGkZhNMjSIdSENZJhjTso1N/lQ32b0B+imP1UignjOVpcO/AioqR41acrIlOFZ94pZVVLENKVkkr06CsvYmWvPFYhe6m7GVECHGNR4Awjg8V/XQsfgppD6JXkLcaeY9jOQPLahSmY/1CpCXQfujmcJUn3N6BVvgaHtplJUg3KbAblHdY8dItsEeWpjwgFozIkk3L2Y5ACGl2cIiJU0Sf9vUp39kmoG0EVqlPWnVJltQlD0q0pc3JsHIBr+RED5CBJdllRgH7BByNy8FzsHGZENIUQ0xwYpoG8A6CIaPxjm6kGjJaH91PkovX243Kqb5sKUYkbkTOX2Rd7BAZWrQCRuF+egqEkCbH4qBz4Xsz+UTI6E+yOm6EnH58FUyB3/YUigJRMBCW5MQOlsFFK8uMgsNTWN95orQZdZV9zqCnQK+BEHKq0CNoogZlrbi1Ug9W8ss9E+12hOyYodKvaA0aTvwytHiFHJNo21PIjU2VVNsoPCDtkkdK73l3wlgE7B5ITgNDCCENCT2CJmpH0Cd/9RTWxAyRlOIyo+C1yl6sLg1YssPTRRJK90gptmyO7is9fFtsg6CGJtgDyY2egvM7DeKm6yfkVOEw1E2EVkzBCqu8HeGGX9oVWdBTONTzfFmWcg+CRAHJjB0lRwOxst3qIomBXcgTiUOX1IG+tdImcFyO5KZJ2+Qxtqegg99ZBzaXd0/VZa0Qnd1TI7Grqn53er16bQpf3iOk/tAjaKaewrIOk2VA4UJ75NPNMadLanGmeNQyAJ1LSH2HfVZ76Rw4KEv73Svt+o0pDyWt6TxZSjv3j9heSfYw4XN/KBtaDZXE4zkV3u0ghNTdI6AhaKZGwbM3R1L3f17eRuD3lcjA+XdIrOWTtVED7QlzUvy59jn8CCVtjE6RXiUb7QbozeitdHrJWtM24Y+4Bug9eTnS+cXRtmFM63GzjLvz6aYuEiHNHhqCFmgUgstKsF1An/jVO+hdvA7VvSVZiVfL0LxZ6KoaI/FSaHsKlvEalFKsF1inSZfAXlnS8zZpP+j8Sr2G2hiI0Ni8rquBUS8muE9jGZVlT35fRh38vKy8gVay2TECLGk62H7TvGGvoRaCswKt8BYzFHyLWet5y1Tm7VInyapWnexQUnqHi+xQkrY3Z3W+SIbt+xSho47SU3biAJGz8l6W/XnvSizaGgIIOLU7mCMD986Wpb3ulHYDzqlgILTdIWgggrF4a/8mlOFV++1oZwhLvQ67jI3Uq0nHdxpROF/WRA2QTv69cjC6c1mbAbbRGDST9htzL9jTreXA0FAL9hSOZLwjp+//qtJQ0iFU2MG2htMPfi27PV0lpXSjHJC20j5wuLy9Ifjmswf9k0rx/w5PN+lZmi8ZnS+VqD7jpP+3/89uj7B7LKGxeuzGZyQ3eoAdhtqNnk09SnfIdk936RjYd1KvJv/CP4v3nHsbNBS17I/fk1GH5svyc1+RY7kLZFz+3yVz3JNSVLCpRYW3IvUJXD8/ad5dssubKF382/FgUDZ8O2l66BFEqKeQpj2RRl9tv9GslcKW0TPLDcRAGIjg+wvZXYac8BoOLpQjVivJjp8iqQX/ke1RSTLAnyNbpYe0liPSK5BvexBj9v9LRAU05NQHvZTayjF72+m+dVKMbq3HrVjZjwZrPUa7vB7blilt+55otF7d/0cypAZPw2ksqjIcwXytUNoe3ynbrO4SHR0tx/0oBVygkr1balXxNUbF2ZiVc3N8AtdyrJ//GP6m1snKuDFyBo1Ai/ib4hATEW4ggpWDGgX1GrRtQSvmNiOukKxNyRUMhG5bnPhDSc1/VzbFDpIRRemSGTNCYvyHZSCMRa6nj3T175JVCZfKoD2fyt6+l0tC7ouS0fpsGXFkkYxZ+3spWhNlvxOh3kXnLf+R6ECJ3YDd7vBmOxT1TeKNEpM0XHrPvcMua1bKCWNRleFQj2cgriEt818yriRblnSaJgM/v9s2KJusntJ14z/xYymt0RMJhreyTL5zvCe7LCFGpzY/utAfabAtZ2nGJDnz3jcqrZwb6odtV/5Ik+feLsuWTpC+B9ObvAfV8rlvyAhfjv3AMPjYMslaOFuGnDO1ycoTCbQ1Bj/96FEZM/nqsBh8hoYinPqGlYIGYm37s2VU4TzboOi7EMGhM4LrK+a/K6lf3SUxll+2SwLCTwelrVVUY/mOB6IlWny24dhoN4Tn2oZjAwyRvmX9TbfrpPOoy+Xgopn4/M/seR8OW20kb/IL9vFaCbaxjss3gx+WQaufPGFQcl+otCttafExOf3LH8sxeDMdESJLg2GS2I4i3ugTRsekrfMWytGkc05qUHcaGuf3qN6Xfr99UCYvrkivp2fJhpPmpgge4+za6xyWJPS+VWcsVn3+tgxdeJe9rMOhD/r5kmr3Dyf6eX3n3iatcd+Xdr1Gztw1Sw7Cz9xqRuh1Q2gsXKT/+zUZlXaPrGh9piQfyz4lg8/QkIupT1jJ6UGURsXZeVopZn090q70gqEnJSq2lRShcl1nejUFLK983eNWGZb/tt3AndVxkgw+8IVsi0mW1JLVsjIW3T9LS2RoyUrJky7SDpXygJI19pOkMqR4pb08btdbInMgBes6QtPapKtlnPkRfHvkTzL86x9J39XPoCG8yDYiHbbNtz0RpVPhWkmBJ5Jx2nfFk/OVDNj8usRZJRKnI5/jfOO3vy5HYYxaYT0NPavUqKW9VCjjcp60X+zrnpN+0pAfTs9FK/m1m1LsoUPWxwySfhuelWgYQ2VwSZYU65hS6L4V7GUVNEibj1wiA+f+ULbP6yi95FB5+4o+4VfWOB98KgyG1bQS2Ll1vSQvuM82jsckVgYWZ0v6H74nfoQCK/N2qusFdqoekZNDOYulxIqSzFZnyLCb/iAH/2+2bI3ubx8rtai06lqx1yc0Fg4jkhaG7zTIsY1L7F/iyGNpkpZ0W/nff0NBj4BU+cccXK6psTf0B1ihwjRP5lV5GquTrpXUvLfs5VWJ16A7rC6LrO50AbyUL2VLTD97sp/lceMl+XgWjMBVMjDvvQpPRKt/PUEG+7Js7yIWFbqzC20oJQEP2jdiJDPpOoTA3pEd3iSEvdaVt4UUWm2loxwOOcYra1uNkJRjK+0X/HZ6u0k3NIRqmbd7e0iSP698eJDCQBvJ7nCuDDn4lRThc+LRPK/H53r7IW6+Xr45bZp4Aj45A7269J0QpRjb10/6G7wST4XxpQ5tWCpnbviLbPX0lM6BPXaeot/1mr63yoCNf7NfKDwCs7bhvL9IpwW/lJ6B7eXzYCxJ/jFOGVXpeyROT8bp+dTVI3IuFy3+q4w6slDSYDhbbVsofm+cDDm8WArvWiEJ3XvVWPk5/46cobvquje36jVcBnzxX7ILHRc6mQ4LTu+rKuPnfGdn656D0iZ5jEz49n/K/64Wb9gjmXmFctd5Ootu7Qj17JyfEfpyZ6gHWB3bNm+QLn8r+x1+2/NmGRDy99/s3yPAB09B8mczMc1L+KwnQrbrpPW3Q/qLKIB+iH22VHfO0aNHBzIyMsJUYtKQxqOqEIozFOU0FlUZjqzY4TLEDNutT+yhhkeX1yVdWWZQ0Gi9svsP5Iwd79nbMrtMkyEFH6PNI1WGo83jWCBGNlz0SoWRYct6Vi1Gd9tOkhzYJus9/aRr6U5Z03WqDNv5TwR5LIS5jtvnO4rjW1vFsj/Q1g7/tLeOIhQWjzDTIcnseKGkHpivf9d2V9/B46bIqpl3yNCdH1QwTmoY9Ffng3+zH118E2WX+GGg1sUMlr7Fa+19dnm7Si8YmOBx+tLg0sRbpM2gSVKc9pKMPvylvc15PcePHpb9vz9Dusse+xj9aWtjficYiyXoJtx+4LnlhmbT+c/L4axP5azdb8tWq4dtQNTzGXf9I7L0mVvkzD0f2p6GlvTbNmeL/3R4MCt+XfU9w4cdRcjOZ0VLG3h3a/vfIam5f5UOMFOLe8MgHcqTQfvm1dizzNcuScas+F/Zg3vR3Z7U6f4K3pgz1Lf1vKekdOlfZcTxpfbxPnyHmWc/J8U7sms0fv7jMPbH98mEgvfR662btC0tlIUjn5L4wtWyp8Ngmb1yhzzQ+t/iG/8T+9jV6V9Kz8sekvY7l5QbFzUW2z7+rQweM7GC8dH2r6NWnLRCV+2t5h2XTLSVpHx2G75Tj/1kv2nyyzLk7Mtq9T5O+hNTZPSxJbJizO9lxHf/q86GpEkNAT5UK//10GQoz0xdeS0+L9uxz/lIliLvKJZ/hOWJWL66uvPSEESusajKcDifTJ1PVc5Ye208kQ1RyWjs3lHhyTp0aI9QoxM0FsvbTJABR5bZb+w5vZjQtpOlT99YXuEFy6nlyo9Olh4lm2RrTIod9gpW4IPHXypLXrof3WBfrdClV9mKKr1T4AC8ohQZVJwJr6Piy4L2m9UaJrj9STsvWEGs6z5VBu/4pxR4EqRv6ZYK3k67wBF7XadWDXokTgNVYHVG/7EClA/hMoTQDgfiyo2gH+fww3itbjVKBh1DyArfbz48ql7+rban5IFXpPtvvuil8msfMPdmOQ7PSPfVWNyaCX+S0pIiGfzNz7RUsrLH1TJsuxpt3LdWZyL0schuZwp6Stp2tD5uqKQcX2V7ijpI4xnF38LbmS6tdiyVkTDuem0bovpJP98GOzS4zptie19L478vsadfIClLfmr/LWyZNFMOpr8jZxV+cpLXWIpzvFs6SQq6TpCbC/4gsVHw9obfK/HLnrKPze9xsXy8vQ2eWj+UnM7nS0HvS21jcX+3ldJt++f235Gv6KiUHsiTcw+WnV/L9XXbKeI54wfSZfHj0h93NMjy6BHS6bqXZfui12V87lOypP994g2cPApA4a5tMm7lQ5Ld9iyxzvpxvbphN5UhGI/kUZz/O2b9IU2x/tsq9h+B5Blsn1DdeWkI3EFV8daqXP3aeCKhsXb9oYW68FWFSaryYqob1yn4WaFzUzgNktNYbEaF36eo7K3xNR0mwMB8fsILsp8ob7Ur729bT5A+RzPhBV1VHiZQKvus4Hskez3xtlHYjDCTVsq9S/PsxuUeJVtlXcJ3ZMjuT/A075H2aG1Y7+0vCegdFjz/ptZDZOTRxei2mwhPaRcqal/5E3iUVQp/5jQ57mmNc26TJYm3yvg7niq/Z8v/ME1GwnupDVoVlcBAFaP7wPqOZ6NN6UuYnROj8jorba3wNV+P0VCUfkcZ7/xWRmY/UcGg6nb16NTw7YX31QPe0hEEENsgcJcdM0wSizfIpnZjEMpbYF+L/fdjH+OFh5Zqjwys5MHg9fVvltdLvyOFp50ht+x/WqIRyts08iE5kPWZjDv2FQxemfHU72VNu/Ey8NCS8lkKtcwaklyZeJUMz5+FJe0gUdYCV4SrjMX6ditBegQKZEm/e6Vt8mjp+9l/IV+NMP4exv9ReqU9Uq9eYU1lCH6AZArOf7tZR/cMORPr06vY/xkkO7H919Wdl4aAhNOgVNXIV5Whqe4JraqYtNMgOePHSlUDBwa37fR0l37+jSeFyaoybCcNZFhDL7CqPCLnsdldLpHUXZ/gR+up4B3psjN+XVaOH0lu5/PgJX0ua3p8T1rvzZbBOP+38LBKEUYaBSORFTdSokqL0didVWno7tt2E2UAKlV9zN7QcQIM+wI5BO+mi+yT9PYXyZgHysKAQYOaB+8rsWSz7UnpfB+7ELqLD+y1Dcf6qNMlwbdDctuPr3D9n3w0Sy5cPt3uSLAh0EO6yV70Risqr8RDvbXK2p6CE07lXPRq+fX3n3urfU7ndTnz9eXMo11HSbsdSyTZv6n889SLagXToZ5FTvRAiS/ZXu+uwc2+1xAKeAMSLeB5VWy/E4lKevXq1YglIy2dylxn+8fk+EHVeR/nj9Esh+5f03SmivZ2aQ2jEvyBq+HQtgUlgP3LKvqR5V6NbtPz7DHhA90WfJdA9z9pyPNq3iNx9gJb8oaUD4uuHlFl+RWObY/f4G4NBuFfXIfy/LaDzpd8SD9PezuVGbHnZUwwTKRDp+OfhrOCxsO5vCpmuN3jzP5uHJM66WcHYHT0M7xjbpEVm4aVv//S/2Ba+cuJwWFYnEYk+I6MxuzXtj/hZdm93tC7Sj/jk48G2GGeydGxktd2hCQdWi1FPo/MPe1GGbf3fbvNJzvxSnRSeF+ypY+Mt1bLFzJK2sdFySi0T6xsc5b0OrJK8tCxIVj+ICUwdnus0+BpFZ6Un4M2oaTijVIQ1016+veiK/PNMiT/XSn0dJDEwE5ZHztEfNFtJfVweHoKNavQEPIvRPIX6Dxs213TeekRELdRG6+mPr3AqureWBuPqDZvgzuf1rM7TZI26LZcVXuOEurhOD+7rqE+Z0ivqjBeweK35GxfmkRf83fJ2l5oly0GDTLzutwq5+14xT52wYinJPvbRfLf8obsSZ4mHbbOg7FAG0fr8TLh6PyTPLSqegqF5oe+j1OZBxbqaZ0qTRUaijKNxZOgfNNYfB0+b3VIu8D7JoSUU5vz0hAQ0vKoTXtObRpC69N2VOX5F6FNI3GkSPK5J47t0UG2fPyEHBqlfVik3FjkDblLdm9cZRsXNRaLW50ncd0GnlTp18a4Bssa7DXkDBeGvuSpnEpPoebSffQSJNpypD2IXsFn/QZ5j2M5A8uzsfwZlodCO8whW5Ff7fvoNASEkEZnUeXGQvKXi5x9X4O80Xwq7/DUBc5HQAghLseqxiPwNHZhCCGENC9oCAghxOXQEBBCiMuhISCEEJdDQ0AIIS6nxQ1DjZZvHaW02hFKqyEeKhua0T3wmt0B77M7iK9HHdYb9X1CRBiCehqRjKq6T0UqvGZ3wPvsDqww1WEMDRFCiMuhISCEEJfjNkNQNrSju+A1uwPeZ3cwMxwndVUbASGEkJNxm0dACCEkBBoCQghxOR4XdbuaAq2DcqEZTV2ecIDr6gl9AWVDqyF7oHeknaF5UI5JOzV1WRsSXI8X+hb6xKwnQ0vNvX4HimnqMjYkuJ6O0PvQWmgNNN4F9/h+8zedBb0NxUXafbYs6xVoN5TlyKv0viJVnjbXngmNrM9nu8IQ4EvS+RCehS6GUqFrkadppKGzij+Idh+9tnHQ3eY61fB9jvwUTc16JKEGr2yW8TJ+B/0J19sf6X7otiYpVfj4M/QfXN9ApGeYa4/Ye4y/4UQk90CjcX1DkOrv+ZoIvM+vQlNC8qq6r1qXaV6Kmcb3+fp8sCsMAdAZHnLxZW6EirE8C5rWxGVqcHBtO6DlZvmQqSASzbX+3eym6eVNU8KwVBJJSC6FXjLrOs34BWbmu0i83g5IzoVe1nX9e4YORPI9NuiMh61w/Zq2NpNZRdR9DgQCC5DsC8mu6r5q/ms4RknDsnqJ3U/1s91iCLQy3OZYzzN5EQv+KPog0alAl0Jd8ccSnAVup643WcEaHp0B76dQqVk/DTqA61XvKBLvdTKkw6z8zYTDXoLaRPI9xnXpVLd/gLZCeo06E/yyCL/PQaq6rw1ap7nFELgKVAxtkfwDug9/RAed2/TxQZMmKVjDX+d3kezGJWml4Bb0iVjjwc/jutXQHwkNA0XSPVZMXHyaMYI9oDaVhFAingDQJBzndosh0CeKno71JJMXceBHE22MwJv4u/mnyd4VdBtNurupytfATICm4po2m3DfBSZ+rm6yVpiReK/1yS8P91Y9PTGhkZERfI+VC6FNuOYCqATL/zT3PpLvc5Cq7muD1mluMQTpUIrpZRBjGppmN3GZGhwTH9fY8Rr8YJ50bNJrvdksa/pRY5ctHOAaH4KSoD7mns7H8vVIv4B+EGnXq+D6NDywDbd6gMmaBGVH6j02aEhoHK65tfkbD15zxN5nB1XdV82/yfQe0o4hhY4QUt1Rb8MNApdA66EN0M8j9BrP1lsKZUIrjC4xcXPtcZADfQZ1jsBrnwh9Ypb7Qt9AudB7UGyEXetwKMPc5w+hTpF+j8Fj0FpIu1a+rvc00u4zeBvSyrzEeH63VXVfgWV6Qmp9tsr0qDrlz+YQE4QQ4nLcEhoihBBSBTQEhBDicmgICCHE5dAQEEKIy6EhIIQQl0NDQEgjgj7fE4OjpBLSXKAhIIQQl0NDQEgl4Kn9BugbaAX0Vx3KHDoM/cmMi/85lGD2HQ6lmXHhP3CMGd8f+gxaCS2H+pnTt3XMJ/CmeVuWkCaDhoCQEFAvD0JyNTQhEAjoW7x+6Hoz2FkG8gYj/Qr6pTnkNehnyB9m3vIM5r8JPYt8nTPgLCg4BIAOFncflGrejtVxcwhpMoIDNhFCTqBj2YyC0s3Deisz2JcOdf2O2ecN6J9mfoCOqOzVMATHjH8P+e2QJiL/A81EelxTc75vsJ5n1nUYEB0raRFvAGkqaAgIORmtrf+OyvqhCpmW9YuQ/U51SOAix7J6G/wdkiaFoSFCTkYH+foBKv4ujnlje5vfS3C0y+ugRTAWOknKfmw/x+TfCH1lZojLQ749oxTSWB09k182aY7wSYSQEFCJZ6PSfhiLc5F6zGiQd5tJYMaabbtNO0JweOAXTEW/EbrVYRS0oflxc44r+WWT5ghHHyWktj8W9BqCkdDZ3wiJKBgaIoQQl0OPgBBCXA49AkIIcTk0BIQQ4nJoCAghxOXQEBBCiMuhISCEEJfz/wFM2JNUJ5duRQAAAABJRU5ErkJggg==\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "train_losses = [float(x['epoch_loss']) for x in history_train]\n", + "val_losses = [float(x['epoch_loss']) for x in history_val]\n", + "plt.plot(train_losses, '-x', label='train')\n", + "plt.plot(val_losses, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('loss')\n", + "plt.legend()\n", + "plt.title('Loss vs. No. of epochs')" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Accuracy vs. No. of epochs')" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "train_accs = [float(x['epoch_acc']) for x in history_train]\n", + "val_accs = [float(x['epoch_acc']) for x in history_val]\n", + "plt.plot(train_accs, '-x', label='train')\n", + "plt.plot(val_accs, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('accuracy')\n", + "plt.legend()\n", + "plt.title('Accuracy vs. No. of epochs')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "选用ReLU作为激活函数,学习速率选为0.01,迭代步数为100时:" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "03/07/2022 10:43:29 AM INFO:Initializing NN model.\n", + "03/07/2022 10:43:29 AM INFO:Start training...\n", + "03/07/2022 10:43:32 AM INFO:Train_Epoch [0], loss: 0.9338, acc: 0.1584.\n", + "03/07/2022 10:43:32 AM INFO:Val_Epoch [0], loss: 0.9337, acc: 0.1592.\n", + "03/07/2022 10:44:25 AM INFO:Train_Epoch [10], loss: 0.2281, acc: 0.9040.\n", + "03/07/2022 10:44:26 AM INFO:Val_Epoch [10], loss: 0.2285, acc: 0.9018.\n", + "03/07/2022 10:45:19 AM INFO:Train_Epoch [20], loss: 0.4112, acc: 0.8306.\n", + "03/07/2022 10:45:19 AM INFO:Val_Epoch [20], loss: 0.4156, acc: 0.8270.\n", + "03/07/2022 10:46:11 AM INFO:Train_Epoch [30], loss: 0.2760, acc: 0.8954.\n", + "03/07/2022 10:46:11 AM INFO:Val_Epoch [30], loss: 0.2749, acc: 0.8941.\n", + "03/07/2022 10:47:01 AM INFO:Train_Epoch [40], loss: 0.1933, acc: 0.9181.\n", + "03/07/2022 10:47:02 AM INFO:Val_Epoch [40], loss: 0.1944, acc: 0.9163.\n", + "03/07/2022 10:47:52 AM INFO:Train_Epoch [50], loss: 0.2034, acc: 0.9143.\n", + "03/07/2022 10:47:52 AM INFO:Val_Epoch [50], loss: 0.2034, acc: 0.9133.\n", + "03/07/2022 10:48:44 AM INFO:Train_Epoch [60], loss: 0.2081, acc: 0.9059.\n", + "03/07/2022 10:48:44 AM INFO:Val_Epoch [60], loss: 0.2101, acc: 0.9029.\n", + "03/07/2022 10:49:34 AM INFO:Train_Epoch [70], loss: 0.2219, acc: 0.9050.\n", + "03/07/2022 10:49:34 AM INFO:Val_Epoch [70], loss: 0.2222, acc: 0.9034.\n", + "03/07/2022 10:50:25 AM INFO:Train_Epoch [80], loss: 0.2025, acc: 0.9154.\n", + "03/07/2022 10:50:25 AM INFO:Val_Epoch [80], loss: 0.2023, acc: 0.9141.\n", + "03/07/2022 10:51:18 AM INFO:Train_Epoch [90], loss: 0.1857, acc: 0.9202.\n", + "03/07/2022 10:51:18 AM INFO:Val_Epoch [90], loss: 0.1867, acc: 0.9181.\n", + "03/07/2022 10:52:09 AM INFO:Train_Epoch [100], loss: 0.2087, acc: 0.9052.\n", + "03/07/2022 10:52:09 AM INFO:Val_Epoch [100], loss: 0.2113, acc: 0.9026.\n", + "03/07/2022 10:52:09 AM INFO:Training finished.\n", + "03/07/2022 10:52:09 AM INFO:Save model.\n" + ] + } + ], + "source": [ + "x_dim = 36 # input dimension\n", + "y_dim = 2 # label dimension\n", + "hidden_dim = 24 # hidden layer dimension\n", + "act_func = F.relu # activation function\n", + "batch_size = 64\n", + "num_epochs = 100\n", + "learning_rate = 0.01\n", + "device = torch.device('cuda')\n", + "\n", + "train_loader = DataLoader(train_ds, batch_size, shuffle=True)\n", + "val_loader = DataLoader(val_ds, batch_size)\n", + "# move dataloader to gpu\n", + "train_loader = DeviceDataLoader(train_loader, device)\n", + "val_loader = DeviceDataLoader(val_loader, device)\n", + "\n", + "# initialize linear regression model\n", + "logging.info(\"Initializing NN model.\")\n", + "insurance_model = Insurance_Model(x_dim, hidden_dim, y_dim, act_func)\n", + "# move model parameters to gpu\n", + "to_device(insurance_model, device)\n", + "logging.info(\"Start training...\")\n", + "insurance_model.train(train_loader, val_loader, num_epochs,\n", + " learning_rate, log_interval=10, opt_func=torch.optim.SGD)\n", + "logging.info(\"Training finished.\")\n", + "\n", + "logging.info(\"Save model.\")\n", + "insurance_model.save_model('report01-insurance_model.pth')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "训练过程中的损失函数值和准确率变化:" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [], + "source": [ + "history_train = pickle.load(open('insurance_history_train.pkl', 'rb'))\n", + "history_val = pickle.load(open('insurance_history_val.pkl', 'rb'))" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Loss vs. No. of epochs')" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "train_losses = [float(x['epoch_loss']) for x in history_train]\n", + "val_losses = [float(x['epoch_loss']) for x in history_val]\n", + "plt.plot(train_losses, '-x', label='train')\n", + "plt.plot(val_losses, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('loss')\n", + "plt.legend()\n", + "plt.title('Loss vs. No. of epochs')" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Accuracy vs. No. of epochs')" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "train_accs = [float(x['epoch_acc']) for x in history_train]\n", + "val_accs = [float(x['epoch_acc']) for x in history_val]\n", + "plt.plot(train_accs, '-x', label='train')\n", + "plt.plot(val_accs, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('accuracy')\n", + "plt.legend()\n", + "plt.title('Accuracy vs. No. of epochs')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "选用tanh作为激活函数,学习速率选为0.01,迭代步数为100时:" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "03/07/2022 10:20:06 AM INFO:Initializing NN model.\n", + "03/07/2022 10:20:06 AM INFO:Start training...\n", + "c:\\users\\sj2050\\miniconda3\\lib\\site-packages\\torch\\nn\\functional.py:1795: UserWarning: nn.functional.tanh is deprecated. Use torch.tanh instead.\n", + " warnings.warn(\"nn.functional.tanh is deprecated. Use torch.tanh instead.\")\n", + "03/07/2022 10:20:08 AM INFO:Train_Epoch [0], loss: 0.7299, acc: 0.3735.\n", + "03/07/2022 10:20:08 AM INFO:Val_Epoch [0], loss: 0.7296, acc: 0.3737.\n", + "03/07/2022 10:20:45 AM INFO:Train_Epoch [10], loss: 0.2216, acc: 0.9048.\n", + "03/07/2022 10:20:45 AM INFO:Val_Epoch [10], loss: 0.2220, acc: 0.9038.\n", + "03/07/2022 10:21:23 AM INFO:Train_Epoch [20], loss: 0.2235, acc: 0.9028.\n", + "03/07/2022 10:21:23 AM INFO:Val_Epoch [20], loss: 0.2231, acc: 0.9029.\n", + "03/07/2022 10:22:00 AM INFO:Train_Epoch [30], loss: 0.2048, acc: 0.9060.\n", + "03/07/2022 10:22:00 AM INFO:Val_Epoch [30], loss: 0.2037, acc: 0.9056.\n", + "03/07/2022 10:22:39 AM INFO:Train_Epoch [40], loss: 0.2216, acc: 0.9017.\n", + "03/07/2022 10:22:39 AM INFO:Val_Epoch [40], loss: 0.2223, acc: 0.8999.\n", + "03/07/2022 10:23:20 AM INFO:Train_Epoch [50], loss: 0.2089, acc: 0.9097.\n", + "03/07/2022 10:23:20 AM INFO:Val_Epoch [50], loss: 0.2084, acc: 0.9088.\n", + "03/07/2022 10:23:57 AM INFO:Train_Epoch [60], loss: 0.2126, acc: 0.9048.\n", + "03/07/2022 10:23:57 AM INFO:Val_Epoch [60], loss: 0.2136, acc: 0.9030.\n", + "03/07/2022 10:24:34 AM INFO:Train_Epoch [70], loss: 0.1915, acc: 0.9177.\n", + "03/07/2022 10:24:34 AM INFO:Val_Epoch [70], loss: 0.1924, acc: 0.9145.\n", + "03/07/2022 10:25:13 AM INFO:Train_Epoch [80], loss: 0.1916, acc: 0.9195.\n", + "03/07/2022 10:25:13 AM INFO:Val_Epoch [80], loss: 0.1922, acc: 0.9180.\n", + "03/07/2022 10:25:49 AM INFO:Train_Epoch [90], loss: 0.2093, acc: 0.9069.\n", + "03/07/2022 10:25:49 AM INFO:Val_Epoch [90], loss: 0.2096, acc: 0.9054.\n", + "03/07/2022 10:26:26 AM INFO:Train_Epoch [100], loss: 0.1877, acc: 0.9205.\n", + "03/07/2022 10:26:26 AM INFO:Val_Epoch [100], loss: 0.1887, acc: 0.9184.\n", + "03/07/2022 10:26:26 AM INFO:Training finished.\n", + "03/07/2022 10:26:26 AM INFO:Save model.\n" + ] + } + ], + "source": [ + "x_dim = 36 # input dimension\n", + "y_dim = 2 # label dimension\n", + "hidden_dim = 24 # hidden layer dimension\n", + "act_func = F.tanh # activation function\n", + "batch_size = 128\n", + "num_epochs = 100\n", + "learning_rate = 0.01\n", + "device = torch.device('cuda')\n", + "\n", + "train_loader = DataLoader(train_ds, batch_size, shuffle=True)\n", + "val_loader = DataLoader(val_ds, batch_size)\n", + "# move dataloader to gpu\n", + "train_loader = DeviceDataLoader(train_loader, device)\n", + "val_loader = DeviceDataLoader(val_loader, device)\n", + "\n", + "# initialize linear regression model\n", + "logging.info(\"Initializing NN model.\")\n", + "insurance_model = Insurance_Model(x_dim, hidden_dim, y_dim, act_func)\n", + "# move model parameters to gpu\n", + "to_device(insurance_model, device)\n", + "logging.info(\"Start training...\")\n", + "insurance_model.train(train_loader, val_loader, num_epochs,\n", + " learning_rate, log_interval=10, opt_func=torch.optim.SGD)\n", + "logging.info(\"Training finished.\")\n", + "\n", + "logging.info(\"Save model.\")\n", + "insurance_model.save_model('report01-insurance_model.pth')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "训练过程中的损失函数值和准确率变化:" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "history_train = pickle.load(open('insurance_history_train.pkl', 'rb'))\n", + "history_val = pickle.load(open('insurance_history_val.pkl', 'rb'))" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Loss vs. No. of epochs')" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "train_losses = [float(x['epoch_loss']) for x in history_train]\n", + "val_losses = [float(x['epoch_loss']) for x in history_val]\n", + "plt.plot(train_losses, '-x', label='train')\n", + "plt.plot(val_losses, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('loss')\n", + "plt.legend()\n", + "plt.title('Loss vs. No. of epochs')" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Accuracy vs. No. of epochs')" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "train_accs = [float(x['epoch_acc']) for x in history_train]\n", + "val_accs = [float(x['epoch_acc']) for x in history_val]\n", + "plt.plot(train_accs, '-x', label='train')\n", + "plt.plot(val_accs, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('accuracy')\n", + "plt.legend()\n", + "plt.title('Accuracy vs. No. of epochs')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "可以看到,选用tanh激活函数的模型最终训练出来的精度最佳,在验证集上可以达到91.84%的准确度。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 5. 小结" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    在本次任务中,我们使用了全连接神经网络进行了交通事故理赔审核预测。这是我第一次使用Pytorch进行实战开发,在开发中遇到了不少问题,例如从训练样本文件中读入输入值和标签值时,需考虑读入的类型,例如标签label需要为整型,如果类型不当,Pytorch将会爆出RuntimeError: expected scalar type Long but found Float的错误。如果需要使用gpu加速计算,需要安装对应的显卡驱动,并且gpu版的Pytorch和普通版本的Pytorch并不一致,需要卸载掉原有的Pytorch再重新安装gpu版的Pytorch才能使用到gpu加速功能。同时,在开发中,也感受到了Pytorch的魅力,其所有操纵都十分简洁,但功能齐全,与平时作业手写神经网络相比,大大提升了开发效率。此外,在该任务中,我们还测试了不同的激活函数下的训练精度和效果,结果发现tanh激活函数取得效果最好。" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.7" + }, + "main_language": "python" + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/report_01_accident_claims/report_template.py b/report_01_accident_claims/report01_accident_claims.py similarity index 100% rename from report_01_accident_claims/report_template.py rename to report_01_accident_claims/report01_accident_claims.py diff --git a/report_01_accident_claims/report_template.ipynb b/report_01_accident_claims/report_template.ipynb deleted file mode 100644 index 21eb1ce..0000000 --- a/report_01_accident_claims/report_template.ipynb +++ /dev/null @@ -1,57 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Report - 报告题目\n", - "\n", - "* 姓名\n", - "* 学号\n", - "\n", - "\n", - "## 任务简介\n", - "\n", - "这里简述一下任务是什么;数据的格式,包含了什么数据;最终的目标是什么\n", - "\n", - "## 解决途径\n", - "\n", - "主要包括:\n", - "1. 问题的思考,整体的思路\n", - "2. 选用的方法,以及为何选用这些方法\n", - "3. 实现过程遇到的问题,以及如何解决的\n", - "4. 最终的结果,实验分析\n", - "\n", - "要求:\n", - "1. 数据的可视化\n", - "2. 程序,以及各个部分的解释、说明\n", - "3. 结果的可视化,精度等的分析\n", - "\n", - "## 总结\n", - "总结任务实现过程所取得的心得等。" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.5.2" - }, - "main_language": "python" - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/report_02_Titanic/Report02 - 泰坦尼克号的生存预测.ipynb b/report_02_Titanic/Report02 - 泰坦尼克号的生存预测.ipynb new file mode 100644 index 0000000..4622ee2 --- /dev/null +++ b/report_02_Titanic/Report02 - 泰坦尼克号的生存预测.ipynb @@ -0,0 +1,2149 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Report02 - 泰坦尼克号的生存预测\n", + "\n", + "* 沈键\n", + "* 2021200082\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 1. 任务简介\n", + "\n", + " 泰坦尼克号沉船事故是世界上最著名的沉船事故之一。1912年4月15日,在她的处女航期间,泰坦尼克号撞上冰山后沉没,造成2224名乘客和机组人员中超过1502人的死亡。这一轰动的悲剧震惊了国际社会,并因此建立了更好的船舶安全法规。 事故中导致死亡的一个原因是许多船员和乘客没有足够的救生艇。然而在被获救群体中也有一些比较幸运的因素;一些人群在事故中被救的几率高于其他人,比如妇女、儿童和上层阶级。 这个任务中,我们需要分析和判断出什么样的人更容易获救,然后要利用机器学习来预测出在这场灾难中哪些人会最终获救。\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2. 分析数据" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + " 本次任务中,给了一个名为train.csv的数据集文件,里面有891名乘客的数据。首先,我们使用pandas读取该文件,查看有哪些变量。" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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PassengerIdSurvivedPclassNameSexAgeSibSpParchTicketFareCabinEmbarked
0103Braund, Mr. Owen Harrismale22.010A/5 211717.2500NaNS
1211Cumings, Mrs. John Bradley (Florence Briggs Th...female38.010PC 1759971.2833C85C
2313Heikkinen, Miss. Lainafemale26.000STON/O2. 31012827.9250NaNS
3411Futrelle, Mrs. Jacques Heath (Lily May Peel)female35.01011380353.1000C123S
4503Allen, Mr. William Henrymale35.0003734508.0500NaNS
5603Moran, Mr. JamesmaleNaN003308778.4583NaNQ
6701McCarthy, Mr. Timothy Jmale54.0001746351.8625E46S
7803Palsson, Master. Gosta Leonardmale2.03134990921.0750NaNS
8913Johnson, Mrs. Oscar W (Elisabeth Vilhelmina Berg)female27.00234774211.1333NaNS
91012Nasser, Mrs. Nicholas (Adele Achem)female14.01023773630.0708NaNC
\n", + "
" + ], + "text/plain": [ + " PassengerId Survived Pclass \\\n", + "0 1 0 3 \n", + "1 2 1 1 \n", + "2 3 1 3 \n", + "3 4 1 1 \n", + "4 5 0 3 \n", + "5 6 0 3 \n", + "6 7 0 1 \n", + "7 8 0 3 \n", + "8 9 1 3 \n", + "9 10 1 2 \n", + "\n", + " Name Sex Age SibSp \\\n", + "0 Braund, Mr. Owen Harris male 22.0 1 \n", + "1 Cumings, Mrs. John Bradley (Florence Briggs Th... female 38.0 1 \n", + "2 Heikkinen, Miss. Laina female 26.0 0 \n", + "3 Futrelle, Mrs. Jacques Heath (Lily May Peel) female 35.0 1 \n", + "4 Allen, Mr. William Henry male 35.0 0 \n", + "5 Moran, Mr. James male NaN 0 \n", + "6 McCarthy, Mr. Timothy J male 54.0 0 \n", + "7 Palsson, Master. Gosta Leonard male 2.0 3 \n", + "8 Johnson, Mrs. Oscar W (Elisabeth Vilhelmina Berg) female 27.0 0 \n", + "9 Nasser, Mrs. Nicholas (Adele Achem) female 14.0 1 \n", + "\n", + " Parch Ticket Fare Cabin Embarked \n", + "0 0 A/5 21171 7.2500 NaN S \n", + "1 0 PC 17599 71.2833 C85 C \n", + "2 0 STON/O2. 3101282 7.9250 NaN S \n", + "3 0 113803 53.1000 C123 S \n", + "4 0 373450 8.0500 NaN S \n", + "5 0 330877 8.4583 NaN Q \n", + "6 0 17463 51.8625 E46 S \n", + "7 1 349909 21.0750 NaN S \n", + "8 2 347742 11.1333 NaN S \n", + "9 0 237736 30.0708 NaN C " + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import pandas as pd\n", + "\n", + "train_df = pd.read_csv(\"./data/train.csv\")\n", + "train_df.head(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "通过查看前几行,可以看到,每一行数据包括乘客的id、乘客等级、名字、性别、年龄、和该乘客一起旅行的兄弟姐妹和配偶的数量、和该乘客一起旅行的父母和孩子的数量、船票号、船票价格、船舱号、登船港口(S=英国南安普顿Southampton(起航点)/C=法国 瑟堡市Cherbourg(途经点)/Q=爱尔兰 昆士Queenstown(途经点))以及该乘客对应的最终是否存活。通过观察各列数据,还可以看出,某些列上存在缺失值,pandas带入数据集文件后,缺失值处会显示为NaN。通过热力图,可以更加直观的展示缺失值的分布情况。" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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3xBPayDJ5GXWxu/S7/KSy7r4ZfpIfElwPG1vZ2lq6kfut7d+exn+3BSKtb+XPqP2TykY+HhTailIdpvl3Yj9yC94XqA7WAzBu6Zhcp8W2KYJBTz1W8DE4y3rdN9XNrmUPeuvtClVhmratpfshre8XXI87tE/Ldh31s4B62BRcR0fc1LTSx62KpsgKG449EHupT7lUzRuVylp2p6P67KrlmZ6skWJ2jXu9G+uS+jxrgWnmE2utJEsQ+Ka2bTaJC1SnX0Zld2phLRMrj/r50UnZx+/jcZ+vdd9YkLALwR8SnSOWyXhx/cH2iHPEb2671U2tT31kPSEf1H9L0RVt5tv3YC0HK1q/SsuvJMom3Ez7v7HW+q6ml4u0miU3qR7/qqV9P9aya+W3O6nFrhOLpm+xLgttrqb1lbU+q439jcK6BXZWsS6bmT7e8B3Vw3780apB9yd8zMGeC2sl82URrJVgxU4sK9EmWteevgNLVtmuZ2wjKingLr852Fn1+I2fs58I2vdIrCV5TW1ccoYHzhSp5pbmbsW6ckJvNjO6ua2z3+wU/37O0fojkTPSdP4yw8dkn4bqft9+k5/L0fb142AZuHZTd4m+ty/3UxefZf+85N0E6/qDh5drPeWzBMt42qqNQU1MNFu1tRSm+ozIU3zMJUVWUjI6DpZiv5O3XGz+ro3ttthneT9Tq63PEK19vV+Lv1OxfV3qweF07dumn0piuFkS7MI0Xh8Q9ZkKrtTf/0ffXtq7pn8QWIfVtb/7fYjgWQ/YduPwepVzolq3nUxm+Oh55mqyP75jCU4zvR639kuAGnxvSyZPgf+1dyXt4M3h87xLaVzS8bDB+COHSdbYNrAOllK+st+0PF3rdpvSxkk+Sj2W9IQR6+rb1p+BujBFCr7qYt1ns7y7xNhY3LtUl8PH6TnyS+1vo57Phq4nQXUYev+U1m1sMkXW7UJ6swktiC70P7WzX5u6biTdNs6PSS3O3D2xlt5tJ3z4oLz2a3Pu/cJ/9EdUF8PgOlg69YgCx34q53jX0c6eTmwPh/4+sgJVH3rPZ6Fz8Pk+7XywscBvewt7us8kERagesZcDq09HDzRZ3AID1A5nCMjzHIT/VxY/QFKGwdLqjNCNqFKSDahjdGqDva9TNd69Sqlvnzluz1DYZMHrqA/6Dgtr/N516JN1YHcTcUefkw1i3l9OqHhSrTldCxm+sDv1Z7mHv0kenZ0HB5XsYSN7YL3+zob+PelDcBP9jIhUUJALufIzbp2nKhiz8lZOdGz+SLVu5eSPS5TY48gWO/D3d4dbefqQjd7bfLsX0v9D9FWFp8NoN3iB9DuQt6vz8Lm0dK+j9T+/k2rx2l9oRMr6s2+vq+wV5i/zGSNh3RsbNLYB/2NtkhA38E6OkfuGmlOtcguz8zOEXv04HMq1Z26zR4e9nya21B//5N+DbOHUqvZ91M93D4/k2xCmyD2cP9u6lmej/VLFt+y3gQ9t/aZ3RVGTR9TBcMUKZjD0t9vD2MeomPwhG9bl9IJfnca6Vjt2wZ5P6lykor9yFJnsI1nw82zVr+pStG6TX6OeI/HP0fuc5g6JHnFfK7ZhDU2pj/Qc8PQbaMbtK0kCRv7Wc2fzLe7jaU9rdqmc9lf+wxpqttdaaI70OHqstAA73CfYXzROWCTbt5fvY5G2zbeY4Px9/k71CJn1ljMx5wso9JSm2f64wADgXU4Wfv8uJY2dc5wvR82DjOudBZkuK7ozxrVswltDOrHUdfTFNoKUDbtxff0b1/m29v7j87Sq7+qz6v3RLXKs05W8qnhLXtv8LUbKfjT6JYm+3itlXl1VBqx9jfaa+6tu6KaURuBcppZQ/u3Lpv5/ozYjirzEsx08qR1nXn27UJsTCyyPjnoLHh+0x6MndvzuV07jtfn70tQJ3skYr2ebMKz+iVALfT8hj6bo8+mDpc+2ibtbyV/xcUe3lVhgSr8dRuqx4e1+GwtjXi6v/797KD9W3dNL0uz3s8Hxa3rAMHqj19o/RQtfq/tL4yUat1yXYZ+t1q37v9ZVZp1YB3oVVj4mMwe6RnS4a61bdM+bcaTrT1A/cRvZq5r42aqrbRNG1z9lN8NDnhwsBewTYxON/euk695a8qe7bCWRHiAsrsL1eHm2pjC7vrsjsD9D41xqB6WPWh3xvv4dzTae7xQ/swalaExYquP6hW8+0HLj/ZoRoLHMnKw9Cj/bfGwWvyFBSK7qbKbiX30fa1Ym8B2TLX1A7DJNy3KVk99X++fTfTWTAgduHU9OFr3oj31bV0Yw7UkIvv1bXr8JO+k8m7Fw7z/2pI2Nq66HJHMuf76gkd9fGFwfkZtr5Xg/VhV1tpgFWqZa5FZa3aNsNZ8kuiYqZv1PezfO2O4z06TYvzpWUs31/7tJmap6j1qbeyolS6+XOjg/dxbCOfr73wwUR16+/XvU10OTVCPf/dXS9jrR05RHeqv9EZCucyskYP67A0YOiYr+nOlz9cC0iY+l+ZuVYJNYH2+rsVnfLowu+G3a4l1R+/TL2NQ9uOyPPk311tpwVOl2J3Y2dqntdySyaFf3/f9ks9ebq23+pee6pkOYCGMQY16bLbRopqv8Xb9Zq/MoE52jbcHzef0UxefvfvIJkE93d8JFc7fA2XTwr8m8XttcujXt323NWsIMJZCZ/LoJ91u18bRR5sPL4yuY7v3vBqmlQDVVgvqFv277xjzf/jl18PSHm0cKvy9NrU6vFjb92C/vsozvq6q0HIB0D86C7r41qpNxGDj/PfoWnZQv7Sgfqg/4mPeb1p/KV7YQ4ep32uT8dPoAPBqbOvP6FWTgVvC1e2v5h+MbkHZC/F62d+TfEZgAMCrfnD4oOo9VNq2GS1ObuOB4bYmi0324rc6HbirRpguZdzP3g0AL/N6Wk0/Zb1Rd2p7lm/bzECtvC29rclil/DnbeyNlAdoe22tv03rFnkj1d+ls5g/D5XkGSQA6HNfit5hW11853m+/of172/gAeuGyGlbRmJRX/WwCToBAK/8WrpUz2NE/fG6DVlTld1Df8CeXvFnOgnyq7XL+jtsJvjDbfYaAQDAK7uu2nRcx6j8WeWlKiNZZY1+CVDP64+wdOoqy2PNejZfIGvFVU3EF/wVBjY5KgDglbE36m6ghodNz9WqtgKUzcN3qYo9KHuOlluofKSlfS1E+7SZfx+okjV63rETNkErABToHn+Ws3WtzcWnoLCcFpt58+/GiGib4zt2AKAknU5nmr/b76ae51wP7pckiS188sCntf4hrW/sLyoczJtvW07v2AGAknQWpJdf529nGHp9kq6r9sBuX3TxnepT92/o6eYzVWzaoWHfkln4O3YAoCSTdW0d8Z1dY6mtCURf8GkwdvVXO5wSPNVQ9Y6dizJ4xw4AlOQSXUvt+daVVZatShs7aquL72pPkrD3g2zlL7S6LfLVxKoD79gBgD6eyq6tALWSFvYeptn696/V9upa31rr1s0HAECyLr6nPCniWn954Ua1qdkBAH2m0+kcWVuf3vPfju+nAHWNymtV6VW1vFxlb5UzWtoXAKB99or3yqd7/tsO/RSgrOvQHuSyty5+XevTa68qBgD0n84I68Nt5x2gZHMtZ6j8uOV9AQDaV09Y6E1eaGXGh7aeCTrEm4AXqvV0u4KVZXfYu5kAAP1pQ13Ln/TW0uK+PuDb9jqj/pnqCACAHF9YuLwWlvGxfj2y8iZbAEBTbY0L2Qzmd6nYbOJf9FnEZ7e0LwBAgdp6UPcW/bvv0HKOllP9M3to116DAQBAsiSJ+b58SIHpvVo+qNLKXE0AgDK1FaCOVWCyV6t/UuUkFXt3/Sda2hcAoEBj2sWnoGQJEQeqrOXvCpnpr7wAACBpgDrPu/fs9RY7qszTv2/PRAEAkDRAza1eqaF16z6cpW17my4AAEnTzOfXnnmiaw8AkE0L6kUtnq42VRZXecbX7YVWliwBAEBsgAIAYKwwwzgAIEsEKABAlghQAIAsEaAAAFn6f1yc8mpnqXsJAAAAAElFTkSuQmCC", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import seaborn as sns\n", + "import matplotlib.pyplot as plt\n", + "\n", + "%matplotlib inline\n", + "\n", + "sns.heatmap(train_df.isnull(), yticklabels=False, cbar=False, cmap='CMRmap')\n", + "plt.tight_layout() \n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "通过将缺失值处的位置通过热力图高亮显示,可以看到,年龄(Age)、船舱号(Cabin)和登船港口(Embarked)列存在缺失值,并且,年龄和船舱号的缺失值很多。" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 891 entries, 0 to 890\n", + "Data columns (total 12 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 PassengerId 891 non-null int64 \n", + " 1 Survived 891 non-null int64 \n", + " 2 Pclass 891 non-null int64 \n", + " 3 Name 891 non-null object \n", + " 4 Sex 891 non-null object \n", + " 5 Age 714 non-null float64\n", + " 6 SibSp 891 non-null int64 \n", + " 7 Parch 891 non-null int64 \n", + " 8 Ticket 891 non-null object \n", + " 9 Fare 891 non-null float64\n", + " 10 Cabin 204 non-null object \n", + " 11 Embarked 889 non-null object \n", + "dtypes: float64(2), int64(5), object(5)\n", + "memory usage: 83.7+ KB\n" + ] + } + ], + "source": [ + "train_df.info()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "年龄列的缺失率为(891-714)/891\\*100%=19.9%, 船舱号列的缺失率为(891-204)/891\\*100%=77.1%, 登船港口列的缺失率为(891-889)/891\\*100%=0.2%。可以看出船舱号列的缺失率很高,所以我们将其忽略,同时,乘客id和船票号意义不大,我们也将其忽略。接下里,我们分别研究其余因素对获救率的影响。" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "train_df.drop('PassengerId', axis=1, inplace=True)\n", + "train_df.drop('Ticket', axis=1, inplace=True)\n", + "train_df.drop('Cabin', axis=1, inplace=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 2.1 乘客等级对获救率的影响" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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nL/Lq27fv17bZ3IyhxmYNtYnjmDUUQCGQAKrJLuCyI/+qzuHPTA+xuRlD7cphu2cAs4YCKBQSQDVZf/+ECRPSScCmg3juueeiRo0aRYcddlj6eZvsza4Ozp4x1GYIzcwYWllZGZ1++unpm7rbtBD9+vWLbrnllvRcQZlZQ+2+v8waCqAmkQCqyeb5sbCBXJvobcCAAdHq1avTlfyZZ5751XZbMmOoYdZQAIXCWUA1wG7yYgO7Fl26dIkuvfTS9B2/xowZk+4i2pIZQy0B2BxCzBoKoFBIANVk9/U99NBDo5NOOik937+pW7duNGXKlPSgrs3P8/777292xlDDrKEACqn0uoAKfMNlO+K3o32r2DOtAesOslM+b7jhhvQRfdu2baNx48ZtdsbQ1q1bpxMFs4YCKARmAy2RWUOZDRQlhdlAawyzgRYxZg0FkC8lMQZQTPc0yIfQvz+AQBOAnVe/cuXKYCtB+972/e13AICgBoFt/pzFixdHy5cvT3pXEmOVv/0OABBUArBpFewKWgBAYF1AAIBvhgQAAIEiAQBAoEgAABAoEgAABIoEAACBIgEAQKDq5HkSojaKF3z9dsVsxajY8xuVAQBKowUwRtFIFfwgLeumUqlDtGynx51zleV5XwAAhUgAqtCP1OJjxTJFL8UUf+oxRY8qygAAxZwAVPnbBPY/U4zwosaKJb5eqWhTRVmu9zpHMdci5Pl+AKBYWgBW8d+k7p2P/PEaRSNfb+Kfm6tsI3qPSYoKi/Ly8jztLgCEJ18J4CjFj3XUPkvLAxTHxrp49lcsUszLUQYAKObZQHW0flhm3ZPAAMVTWm+nZT9Fd9ssRxkAoFSuA1Ay6KWo9EHfOYoj9Hh1rrJ87wsAIIH7AaiCXxU766fKMgBAYXAlMAAEigQAAIEiAQBAoEgAABAoEgAABIoEAACBIgEAQKBIAAAQKBIAAASKBAAAgSIBAECgSAAAECgSAAAEigQAAIEiAQBAoEgAABAoEgAABIoEAACBIgEAQKBIAAAQKBIAAASKBAAAgSIBAECgSAAAECgSAAAEigQAAIEiAQBAoEgAABAoEgAABIoEAACBIgEAQKBIAAAQKBIAAAQqbwmgrKyshaK3olW+PgMAUMsSgCr9tlrMUBykeFyPyxW3K2YrRsW226gMAFDcLYC9FRelUqlfavlXxZGKunp8iJbtVOF3VgzKLsvTvgAAcqiXo6zaVKk/aktV6od5K6CFYoo//Ziih6JLjrI3s99L73GOFhZR+/bt87G7ABCkfI4BlGkxWLHOHiqW+FOVijaKxjnKciWTSYoKi/Ly8nztLgAEJ28JQBW2+bFWZyu6Kxr5U038c9fkKAMAFPkg8GWKU/1hM8WvvYvH7K9YpJiXowwAUMxjADJJMUVJ4CwtX1VMVTypx+207OctgpTiqawyAECRDwKv0qJ3vEwVfS8vu17Pr66qDABQ3C2AqpJC5qyfKssAAIXBwCsABIoEAACBIgEAQKDqbMkFXVJRxXO71PwuAQBqUwtgmir7sYrzFQdagZZdtbgnf7sGAEjsLCA79LfLebVYqIcTFR0U/fT4Vi3XKo7P584BAJI7DfRhVfY2ZcN2ik4KO+q37qC/+IyfNjnP4vztHgAgqQRwnGJnhc3p8wvFUsV31ShYr8Rg5b/X8jvWSsjXDgIAkkkA5/mR/0rFy4pxirdV6d+t5T6Ky6j8AaA0B4G/5Uu7aUtDTxgvKV5UWAtgfv52DQCQZAKYqXjbb97ymmKgz9zZV3G94op87hwAILkEcKSf7TNBsbviLoWdETRHXT+23lHdQVxMBgClNgagSv7nquAb+1lA6337USq3G7nbGUA3an1DAfYTAFDo2UBVwX+shUVG5jaOY/wmLs/U8D4BAGrrdNA6+h/mZwedXbO7AwColQlAFX8rLa5TtFD0VevAxgcAAKWUAHxw93SFXQncVNFNsYNioir+6YXZPQBAEi2ABoqOii8UNhC8kw8G75CZIyhfOwUASDABqH7/TIuR8TLV+3Zh2DC/mfv3tc37ed4/AECebNU5/KrwKxXXaPWnPlFcs/zsFgAg377RRVx2HYBfCXxzze4OAKBWnwbqSeA+tQBeqMmdAQAUTrWmcVASeL2mdgQAUFjM4wMAgSIBAECgSAAAECgSAAAEigQAAIEiAQBAoL7xdQAlb7RNe1TCRq9Oeg8AJIwWAAAEigQAAIEiAQBAoPKSAMrKyrZT2GyhMxUPKBooblfYzeRHxbbbqAwAUNwtgJMUY1OpVG8tlymGKOrq8SFatlOF31kxKLssT/sCACjUWUCq1OPTRJcrTlaM88ePKXoouiimZJW9mY/9AQAUeAxAR/UHa9Fc8a5iiRdXKtr4bSazy3K9xzmKuRbLly/P5+4CQFDylgBUYbfQYrxiqN9YvpE/1cQ/N1dZrtbEJEWFRXm5NSYAALV5ELiBd+9cror7HS3neReP2V+xqIoyAECRXwl8pqKrYqSSgd1Y/g+KU7TeTst+iu6KlN9cPl4GACjyQeBbtLD4iir66VrYWUHX6/nVXtYruwwAUGJzAamCXxU766fKMgBAYTAZHEoTk/kBm8VUEAAQKBIAAASKBAAAgSIBAECgSAAAECgSAAAEigQAAIEiAQBAoEgAABAoEgAABIoEAACBIgEAQKBIAAAQKBIAAASKBAAAgSIBAECgSAAAECgSAAAEigQAAIEiAQBAoLgpfBV2/uyeQv4dCm5R0jsAIHG0AAAgUCQAAAgUCQAAAkUCAIBAkQAAIFAkAAAIFKeBAqh1Svk07EVJ70AMLQAACBQJAAACRQIAgECRAAAgUHlLAGVlZW0UT/l6fcWDitmKoVWVAQCKPAGoQm+uxZ2Kxl50gWJuKpU6RMv+er5pFWUAgCJvAaxXDFZU+uNeiim+PltRUUUZAKCYE4CO6isVq2NF1hJY4uuWFNpUUbYRtQzOUcy1WL58eT52FwCCVKhB4DWKRr7exD83V9lGlEgmKSosysvL876jABCKQiWAeYoevr6/XwyXqwwAUGJTQdiA8EPqxump5V6KZ737J7sMAFAKLQB129hAry3f0aK34mnFUXq8PldZPvcFAJDQZHCq4N+LnfVTZRlQE0p5MjFDfylqAlcCA0CgSAAAECgSAAAEigQAAIEiAQBAoEgAABAoEgAABIoEAACBIgEAQKBIAAAQKBIAAASKBAAAgSIBAECgSAAAECgSAAAEigQAAIEiAQBAoEgAABAoEgAABIoEAACBIgEAQKBIAAAQKBIAAASKBAAAgSIBAECgSAAAECgSAAAEigQAAIEiAQBAoEgAABAoEgAABIoEAACBIgEAQKASTwBlZWW3K2YrRiW9LwAQkkQTgCr9QVrUTaVSh2jZTo87J7k/ABCSpFsAvRRTfP0xRY8E9wUAglIv4c9vrFji65WKTtkbqFVwjhYWZo0ev16gfSu0VooVhfqwsusK9UnB4O9X3FoV6v9fAv/3OtTWBLBG0cjXm+Rqkah7aJIWFiVNiW2uvmtF0vuBb4a/X3ErC/T/X9JdQPNi3T77KxYluC8AEJSkWwBTFU8p+7bTsp+ie8L7AwDBSLQFoCZXpQ8Ez1Ecocerk9yfhJV8N1eJ4+9X3CYlvQNJKFOlm/Q+AAACHAMAgMSUlZW1UPRW2FlAwSEB1BL6B9hG8VTS+4Gto7/ZdoqHFTMVDyga8BsWh7KysrZazFAcpHhcj8sT3qWCIwHUAvqH11yLO/26CBSXkxRj1ZXaW8tlir4J7w+23N6Ki/S3+6WWf1V8O7QfjwRQO6xXDFbYoDiKiCqPmxUz/aEdQX6Q5P5gy6VSqUcVc3QAdpi3Ap4J7fdL+jRQiP4Rpit+/UPk9yhS+tsdrEVzq1CS3hds1d+tzA++1vmBWFBoAQDVpDqkhRbjFUP5MYtL6ks/1upsRf+k96fQSABA9Sr/Bj6h4eWqSN7hxyyqv91lilP9YTPFR0nuTxJIAED1nKnoqhipymSWwroTUDwXf52iv9mTWtZV/C3h/Sk4LgQDgEDRAgCAQJEAACBQJAAACBQJAAACRQIAtpDOFumk2K2K59opTskqO0tRN8e2O/GjozbgLCAESxWx3QJwP8W2ipYKq5jtoi6bm+k0xReKE2MvOVCxg9/IKOOPqVRqkd7rf7U+SPGuH1hN8NMM/2Efpfi7thvrs07adQM2d9Dj/hlr/ar8q7QNEwKiYGgBIEh+ZL5K8ZZfBWoXAdncMIMUR2h9icJmizxKMVexo9/CdJQ/nuuTh+2i97LbmloyqfBkcpziB5lZJhWPKSb6R1+guMKf76P4QJ/X1+cQ4paoKChaAAiSKm2r2H+qsCt5LRr5UxsUK33dZolsrXhJ8azi3540zDTFq4p3fBbQrt6a2F7RyY/sn/YJ4harkv+DPrOrv+dvFZcojlVM0nN2MdIsLe3ueEDBMBkcQmVH8P+n2M2P9t/z8sF+xN5BFfITPlPkdMVzfuT+uc/7M1nPr4ollFe0+DA2s6t168zy/2NLYy1uSybXKU7w1kJ9vdaSxr5aPqjlAL2vJSEg70gACJXN/vgfxb6KDX6kv8ErcOvHn+c3DHlfcYz34z/u92wYklX5X6WFzQaaqbjLfd26eOyeq+u1jY0B/EpLG2tYrfX53iI4xruFWvt4ApU/CoYuIARJle8efhOeBd7/frLiMz9q39UHg89T9FPspbCK+W7FCr8JjPX/f6r4nSrtu/R+DbW+1qaWjH3GcB9buFvF6/R4dx9HeFTxT+8+OtS7i2xguYu2s9YBUBAkAIQ+EGyV+y1eAX+sGKK4WhXxo3q+p9Y7KLr7Ef5XR/3S1cs/0bbvatvJWm+nSHnrIvLXrvcEY2f92Oe19+RirYtz/Syj6z2h9NF7Lc/bFway0AWEIPnpmBcpunifvR2Jm+8rJtpUwVpeogp5stb38fVZsdfb+huZI34tTlbZAK321fp5vo29/yo9vsMf21lB1yr+7slhlrc6GnsLw1olJAAUDAkAobIum5dUOY+0B96FY/W5dfF8X4/tnP+3Y/9PxqksPl/8AYomiv9mCvTa6domffSv5Q+1OEvxw9jzdsvBI/we0Jf4mUV/9qTwssKSzfba7v58fGEgG11AwGaoUrYEsGFrBmj9LmGf6jWfbs37WreUHgd3a0IkgwQAAIHiSmAACBQJAAACRQIAgECRAAAgUCQAAAjU/wO4KSVd6nXPgAAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "from pylab import *\n", + "\n", + "mpl.rcParams['font.sans-serif'] = ['SimHei']\n", + "matplotlib.rcParams['axes.unicode_minus'] = False\n", + "\n", + "fig = plt.figure()\n", + "fig.set(alpha=0.2)\n", + "\n", + "Suvived_0 = train_df.Pclass[train_df.Survived == 0].value_counts()\n", + "Suvived_1 = train_df.Pclass[train_df.Survived == 1].value_counts()\n", + "df = pd.DataFrame({u\"获救\": Suvived_1, u\"未获救\": Suvived_0})\n", + "df.plot(kind='bar', stacked=True)\n", + "plt.xticks(rotation=360)\n", + "plt.title(u'各乘客等级的获救情况')\n", + "plt.xlabel(u'乘客等级')\n", + "plt.ylabel(u'人数')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "可以看到,乘客等级为1的获救率最高,乘客等级为2的次之,乘客等级为3的获救率最低。显然,富人的获救率比穷人的获救率更高,且等级高的对应舱的救援设备一般都会好于等级低的船舱。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 2.2 名字对获救率的影响" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "观察乘客名字列,可以发现,乘客名字的中间部分对应了乘客目前的社会头衔或者已婚情况。" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mr 517\n", + "Miss 182\n", + "Mrs 125\n", + "Master 40\n", + "Dr 7\n", + "Rev 6\n", + "Major 2\n", + "Mlle 2\n", + "Col 2\n", + "Countess 1\n", + "Lady 1\n", + "Mme 1\n", + "Jonkheer 1\n", + "Don 1\n", + "Ms 1\n", + "Capt 1\n", + "Sir 1\n", + "Name: Name, dtype: int64\n" + ] + } + ], + "source": [ + "import re\n", + "\n", + "def get_title(name):\n", + " title_search = re.search('([A-Za-z]+)\\.',name)\n", + " if title_search:\n", + " return title_search.group(1)\n", + " return\n", + "\n", + "titles = train_df[\"Name\"].apply(get_title)\n", + "print(pd.value_counts(titles))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "例如Miss表示未婚的女士,而Mrs为已婚的女士,Capt、Col、Major、Dr、Rev头衔的可认为是政府官员,Don、Sir、Countess、Lady头衔的可认为是皇室成员,Master和Jonkheer表示有技能的人,如果出现其他头衔,则分到Others类。" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "# 将Name列改名为Title\n", + "train_df.rename(columns={'Name':'Title'}, inplace=True)\n", + "train_df['Title'] = train_df['Title'].apply(get_title)\n", + "title_classification = {'Officer':['Capt', 'Col', 'Major', 'Dr', 'Rev'],\n", + " 'Royalty':['Don', 'Sir', 'Countess', 'Lady'],\n", + " 'Mrs':['Mme', 'Ms', 'Mrs'],\n", + " 'Miss':['Mlle', 'Miss'],\n", + " 'Mr':['Mr'],\n", + " 'Master':['Master','Jonkheer']}\n", + "title_map = {}\n", + "for title in title_classification.keys():\n", + " title_map.update(dict.fromkeys(title_classification[title], title))\n", + "\n", + "train_df['Title'] = train_df['Title'].map(title_map)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "Suvived_0 = train_df.Title[train_df.Survived == 0].value_counts()\n", + "Suvived_1 = train_df.Title[train_df.Survived == 1].value_counts()\n", + "df = pd.DataFrame({u\"获救\": Suvived_1, u\"未获救\": Suvived_0})\n", + "df.plot(kind='bar', stacked=True)\n", + "plt.xticks(rotation=30)\n", + "plt.title(u'各头衔的获救情况')\n", + "plt.xlabel(u'乘客头衔')\n", + "plt.ylabel(u'人数')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "可以看到,不同头衔对应的获救情况不同,其中,已婚女士和未婚女士的获救率较高,而男士的获救率较低,这与社会上提倡女士优先有着密切的关系,同时,\n", + "皇室和有技能的人的获救率也很高,这与他们的社会地位有关,社会地位高的人往往会被优先救援。\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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SurvivedPclassTitleSexAgeSibSpParchFareEmbarked
003Mrmale22.0107.2500S
111Mrsfemale38.01071.2833C
213Missfemale26.0007.9250S
311Mrsfemale35.01053.1000S
403Mrmale35.0008.0500S
503MrmaleNaN008.4583Q
601Mrmale54.00051.8625S
703Mastermale2.03121.0750S
813Mrsfemale27.00211.1333S
912Mrsfemale14.01030.0708C
\n", + "
" + ], + "text/plain": [ + " Survived Pclass Title Sex Age SibSp Parch Fare Embarked\n", + "0 0 3 Mr male 22.0 1 0 7.2500 S\n", + "1 1 1 Mrs female 38.0 1 0 71.2833 C\n", + "2 1 3 Miss female 26.0 0 0 7.9250 S\n", + "3 1 1 Mrs female 35.0 1 0 53.1000 S\n", + "4 0 3 Mr male 35.0 0 0 8.0500 S\n", + "5 0 3 Mr male NaN 0 0 8.4583 Q\n", + "6 0 1 Mr male 54.0 0 0 51.8625 S\n", + "7 0 3 Master male 2.0 3 1 21.0750 S\n", + "8 1 3 Mrs female 27.0 0 2 11.1333 S\n", + "9 1 2 Mrs female 14.0 1 0 30.0708 C" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train_df.head(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 2.3 性别对获救率的影响" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "Suvived_0 = train_df.Sex[train_df.Survived == 0].value_counts()\n", + "Suvived_1 = train_df.Sex[train_df.Survived == 1].value_counts()\n", + "df = pd.DataFrame({u\"获救\": Suvived_1, u\"未获救\": Suvived_0})\n", + "df.plot(kind='bar', stacked=True)\n", + "plt.xticks(rotation=30)\n", + "plt.title(u'不同性别的获救情况')\n", + "plt.xlabel(u'性别')\n", + "plt.ylabel(u'人数')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "如同在头衔分析中提到的一样,女士的获救率高于男士,与社会上提倡女士优先有着密切的关系。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2.4 年龄对获救率的影响" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "facet = sns.FacetGrid(train_df, hue=\"Survived\",aspect=2)\n", + "facet.map(sns.kdeplot,'Age',shade= True)\n", + "facet.set(xlim=(0, train_df['Age'].max()))\n", + "facet.add_legend()\n", + "plt.xlabel(u'年龄') \n", + "plt.ylabel(u'获救率') \n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "从上图中可以看出,年龄(<=15)小存活率高,年龄大(>=60)的存活率低,这与社会对小孩的保护以及老年人体力不行有关。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 2.5 家庭成员数量对获救率的影响" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "家庭成员包括一起旅行的兄弟姐妹和配偶的数量以及一起旅行的父母和孩子的数量。" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "train_df['FamilySize'] = train_df['SibSp'] + train_df['Parch'] + 1\n", + "Suvived_0 = train_df.FamilySize[train_df.Survived == 0].value_counts()\n", + "Suvived_1 = train_df.FamilySize[train_df.Survived == 1].value_counts()\n", + "df = pd.DataFrame({u\"获救\": Suvived_1, u\"未获救\": Suvived_0})\n", + "df.plot(kind='bar', stacked=True)\n", + "plt.xticks(rotation=30)\n", + "plt.title(u'不同家庭成员数量的获救情况')\n", + "plt.xlabel(u'家庭成员数量')\n", + "plt.ylabel(u'人数')\n", + "plt.show()\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "train_df.drop('SibSp', axis=1, inplace=True)\n", + "train_df.drop('Parch', axis=1, inplace=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "船上家庭成员在3~4个左右的获救率最高,家庭成员太少或太多存活率都不高。一般而言,一个家庭里的成员会优先救自己本家庭中的人,但如果家庭人员太多,也会出现耽误了太多时间救援家庭成员而导致自己未及时离开的问题。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 2.6 票价对获救率的影响" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "facet = sns.FacetGrid(train_df, hue=\"Survived\",aspect=2)\n", + "facet.map(sns.kdeplot,'Fare',shade= True)\n", + "facet.set(xlim=(0, train_df['Fare'].max()))\n", + "facet.add_legend()\n", + "plt.xlabel(u'票价') \n", + "plt.ylabel(u'获救率') \n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "一般而言,票价高的往往位置比较好,救援设施也更好,获救率也越高。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 2.7 登船港口对获救率的影响" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "Suvived_0 = train_df.Embarked[train_df.Survived == 0].value_counts()\n", + "Suvived_1 = train_df.Embarked[train_df.Survived == 1].value_counts()\n", + "df = pd.DataFrame({u\"获救\": Suvived_1, u\"未获救\": Suvived_0})\n", + "df.plot(kind='bar', stacked=True)\n", + "plt.xticks(rotation=30)\n", + "plt.title(u'不同登船港口的获救情况')\n", + "plt.xlabel(u'登船港口')\n", + "plt.ylabel(u'人数')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "船港口不同,生存率不同。在C港口上船的获救率最高,而在S港口上船的获救率最低。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 3. 逻辑回归模型" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + " 这是一个二分类问题,可以使用逻辑回归模型进行学习和预测。线性模型假设输出值与输入值之间满足:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$ Y=X \\times W^T + b $$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "其中,$Y$为输出值,$X$为输入特征量,$W$为输入特征量的权重系数矩阵,$b$为偏置项。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "当系数矩阵$W$和偏置项$b$确定后,输入一个特征向量,即可计算出一个值。但这样获得值是连续的,可能很大,也可能会很小,而分类范围,需要在[0,1],逻辑回归就是一种减小预测范围,将预测值限定为[0,1]间的一种回归模型,其回归方程与回归曲线如下图所示。逻辑曲线在z=0时,十分敏感,在z>>0或z<<0处,都不敏感,将预测值限定为(0,1)。常用的逻辑回归函数为Sigmoid函数,其表达式为:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$\n", + "g(z)=\\frac{1}{1+e^{-z}}\n", + "$$" + ] + }, + { + "attachments": { + "linear_logistic_regression.png": { + "image/png": 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tYZcusQNcVCp3/Oxn2Rs3jr/1VpPJROWI2WzmeR65F8B7aWrqHyIJD7ccOeLuAGpsrJNRFXfinG4nfGzcuJFdNbm5ucMZyhn26M8Auw/pCDeCuvw4Kg8oZZnSvwbbLy6/buA9MDgCRuyicDWoOnqjKgUFzt8xPV2aVMFSKHrJy3PcvnrixHkiDz74YHR09OzZs2fNmjXbyiyRmJiYhQsXzpkz5zd33OF4hP/n6/vzn/+8ra2NvuMoZWDwCHKCMcSkSb1CXswJIvX1zodLHPHzI+XlJDvbJm5BJ8AYFKfVpA6jKvn5+fZ2ZcMYyhn26A9l6VLn690/wo0gImdDJiHFL207J/YCLxWTuPxnk93Z77DF4kaIA4ARuiicXo/u9DnDHlVxOjzae2st56zwVo4fP/6rX/2qyZkz4uwrV3x8fARBaG1tVSqVQSIBAQGBIgEiSqWS4ziVSrX06lXHIyw0Gg8fPlxXV8dGCUalbNWl8BCfIXofJhyeLgZH3JcFORG9AGOXdeucPEzYZp5L4/BJSUkajaYv0KJW2+zl52f55ptBYjND3WWkgjQ3FmsAwu3QhbOdEb0Ao3tR1Nf3XoB2+1ZWDr6j4ztedxL6uXPn/vGPfxw6dOh3v/vdsWPHdu7cmZCQMG3atAaFwun2sSL33HNPTEzMvHnz5ojMnDlz1qxZCxcuvPfee2eKLFy4sFGpdHqEysrKnp4eaUXJyA9B3Kwg5wBIo9CsH5F28Vh5A1bGx8dbU7MrvXjlsrg4u1u+juMy5s933JIeQaPRsJWTCfkyKIjupZkwYYE7797U1GYNqzYoFLnR0daOrl4STwl3ubK1VfOTn0gjnLQbdXd3N1aO4AhJZmamzQMJ7VEcsH9kcUNesMJgXLnoIv66f3+B3bNBU5O7u9fUOL0eB979tItb/sDnefDgwQIX2oImgAQHBy9YsGDWrFkzZ85ku9vXplm3nzVr1rx585jbkRj5nVRYWPjaa699/PHH0pXSHsOmPs5iOXfu3Kh2EWTQxwh68Q8hdOFeN4HoBRj7CR+VlZVKpdKagBV97do1tNZQrv5hXf+IXoAxTkaG0xu2tNSTVYf2Z1GIjweOyV46jnty9uzo6OgFIrGxsQsWLFi0aNFCkaX33KPjOLtdfv+v/7p58+bDhw93d3e3tbVdvHhxGEEau/rV0WDATNHkorJMUp27tZyUb82tJpkbMDAK5JPwUVtbm5aWxuzKysrKYCniPsmpokpITUZTAG9j40YnRkibN9MiT3pnpYkUtHaUEHL58uXq6uq8t99eHx//8YQJbKeDoaErIiJOqnqhFRx0Qguj0ajT6UwmU6NCkTVv3tmwMLq9dsIEUl7+zMcfr1u3Li4uzt/fX61Wh4mv2s2URdf0/nHnnebDhy0PPNCfbVZebnngAXaGo8cglmbJz+bHFeeWZhGb/Cyx1KzaWZATmVnAO3C0KwuzXuFgmKDfAN5BeDg5coSsXUuqqvr+LCjovWFb4+5UUrS3t586daqrq+v06dOffvppc3OzVqvlOO7AHXdsuftus9lMb/Bms1kQVYXBYLBYLGFhYe3t7T09PY8++mhCQoKvr69arb7rrruIIJhMRpXQe8vmrFM20GpSpmakPiPsZHvXzp1L5x9jWZw3xn9kMMfUiJwNmbkpxcUks6y/B4jIOWzJwW8MyEFbwK5sxEC/AbwGOlmFSF/QwmymU10RQlquXPlo796ysrKrV6+2t7dzHOfr68vzvFqtpqqCjp7QWAVFrVZPnjx58eLFS5cuNRgMXV1dMTExCoVC+p6C4MNECV1DdQybJINtKdUcTGRIZ9S4MQxuyJ6cmkmKixHkBDKhtbU1LS2N2pUplcqysjJpIiEAQLbYRQUstuEKrVbb3Nx85cqVt9566/Dhw76+vkqlUqVSsRk2NRoNHWz19fUNDg4WBCEwMHDq1KlxcXGzZs0KDw8PCgqSvh0VE9J3ZDNfsfWONaWuBMSNd0z1Gc5OCHICL0Wr1aakpNSKRe1KpbK0tHTRokVolhuBba9SnMIVo08BY1Vb0D/p7Z/e8k+dOpWXl/fNN9/o9Xqz2RwcHNw3MCHe1PV6fU9Pz+LFi2dMm3axuTkmJiYuLs5kMt1yyy3SjC4aCGF7uSMIbrxoGGV5gSAn8FJtsWzZsqPWeYJLSkqk7mVgaCQXWSxF6FWA18DGFywWC5UUNCzRcuXK7//wh0OHDnV1ddFBEIVCYTabfXx8dDodVRuhoaHh4eFPPfXU/PnzHY/MjD+k+RPScQ0PbTEf/GgAoEjtygoLC9PT09EmAABp9MIs5lhYLJbz58/7+fmdP3++sLCwpqbG398/ICCA5lVQTdDR0RESEnLvvfcSQp544om4uDgqO6TjGk4zJ1ythLxAkBN4JKtXr95ltU7duHFjVlYW2gQAmcPiCiyJUhCEzs7ON95445NPPlEoFN3d3VqtNiQkRDp0QitEoqKiVq1aZRcBdZpfOfJeYh4jLxDkBN7Opk2bCq0m7Lm5uZs2bUKbAABtYRdLaG9vP3369I4dO/76178GBAT09PRwHBcYGEgIMZlMRqNRr9dzHPfoo48mJib+y7/8i9rqXsSCFo5FoZ4eorix0QsAPAondmUAACBRA8eOHTtw4MDx48cvXrxoMBhCrPbrNBqh0+l8fHzuuuuuELU68Yc/fOKJJ2hahslkFGepGGgExIuBvACypqSkZO3atXQ5KSnpzTffRJsAIE/sakPomIXJZPrggw+2b9/e1tamUqkUCoW/v790jKOtrW3y5MnPPPPMAw884O/vzw4lznkljJYZKeQFAGOZioqKbKuNe3x8/N69e1UqFZoFANkKCzZvFdUEjY2N+fn5FRUVfn5+arWaTldFFYPJZNJqtTqdLjEx8ZlnnomMjLSLTNAAhmy1BeQFkC9VVVWpqal0lpvo6GhoCwAAm8fizJkzf/3rX//85z83NDTQkhA2CTchhGZd/PCHP5wxY0Z6erpadGOXKgk5By0gL4CsgV0ZAMAxhkHVw+7duwsKChobGwMDAwMCAtgc2zTI0dXVNW7cuDVr1jz22GN0R5PJJK3+sBtkgbwAQC40NDQkJydTS5FJkybBrgwAQAdEWltb33jjjT179giCcMstt0jlAjUgbWtru+eee371q19FRUWxl+y0BeIWkBdAptoiISGhubmZ2pWVl5fDrgwAecYqWEyC6oPa2tq8vLzjx48HBwdL3cLYZJ06ne6JJ554+umnQ0NDXVmPQltAXgA5ArsyAIAdVEns37//1VdfvXLlCh0npTmeVIIIgtDe3n7rrbe+9NJLiYmJgiDYmY0ByAsga2BXBgCQRiNo+KG7u7ugoODdd99VKBRBQUFUUtB8C4PB0NPTYzAY5s+f//TTTy9cuJBWnGIQBPICgH5tIbUrKywshF0ZAPLUFtKEibq6updeeunEiRNBQUE8z7P8TdppTJ8+/b777hME4dFHH50wYQLzE8EgCOQFAH2sWbNGaleWkZGBNgFAbsKCWY7RSSn279+fl5fX0tJCZ++WGpJ1dXUpFIqf/exnDz30ENvdW81BIC8AGCarV68uKSmhy7ArA0C20IkrqHtIYWHh7t27TSYTNQ1hmZ5ms7mjoyMqKurZZ5+999577UzYAeQFAH1I7cqys7NhVwaArJDOQkElwqlTpzZv3lxTU6NSqfz8/KjmoAJCr9cTQlJTU//rv/5r8uTJtBiVpmgg2QLyAoB+ioqKpHZlBQUFaBMAZCUsmLxgU2YVFxc3NzcHBwdLcyksFktnZ6dSqVy/fv0jjzzCQh1sd2gLyAsA+igpKWGWIrArA0CG2kIUEBZB6L3TXb58ed++fTSWGRgYKI1JmEwmQRCioqKys7MTEhKkuZ9QFZAXANggtSuLjY2FpQgAstIWTCJwHGcwGHbv3v1///d/jY2Nfn5+bEKL3lugj09HR8f48eM3b94cExPj6+srlp6aeF5AM0JeAGDPkSNHpHZlZWVl0BYAyCpuQZM0qbZ4+eWX33vvvYCAAJVKxVIo6GYdHR0qleqJJ55YuHAhm/kb2gLyAgAn1NbWpqSkwK4MABkKC6l0oMMfX3zxxccff6xWq5lDOhs30ev1U6dOXbt2bXx8PMvDQIUI5AUAToBdGQBylhd2HmNffPFFfn4+ndibhTR4ntfpdHq9fuXKlRkrV46/9VZHZzIAeQFAP01NTbArA0DOSKfd3L179/bt29va2oKCgkwmExsu0Wg0SqVy9erVq1ZlCIIPm/ECrQd5AYATWltbU1JSYFcGgDxhEoHn+atXrxYUFOzZs4fn+aCgIOZPRgjp7u6eMmXK888/HxcXRwihsmOAowHICyBrYFcmE2hKDQCuFAbP8zU1NVu2bDl58mRwcLC1NpVQ2dHV1XXnnXe++uqrkZGRdHs6aCKdeosCbQF5AQDsymREU1MTIeTOO+9EUwBHQcBx3NmzZ3/xi19cuXIlODiY5lIw6aDRaAIDA3/yk59ERkay3E+ICcgLAFwCuzIAAGXfvn10Rk5pEgYhpKura/r06Rs2bKBjpvAQgbwAYBDWrl0LuzIA5AwLRVSI+Pv7SyfztlgsGo3m/vvv//Wvfz1x4kSah4FwBeQFAAOxadOm/Px8ugy7MgDkpipoAiYNRZSXl2/YsIEQQl3KWHqm0WicMmVKTk4OtMUNBtEh4KlI7crS09NhVwaADOUF1RYmk+mzzz6jFadUQ7CMiu7u7p/85CfTpk1jbuxoOsgLAFyya9cuqV3Zjh070CYAyAo6wybVFu+9996nn36qVqtp3IJVohoMhvT09OTkZGmhKZt9C4wqGBwBnkdFRQXL34RdGQByVhidnZ2/+93v9u/fr1QqacoFcywzGo09PT0PPPBAaGgoC2mgTuSGgegF8DBgVwYAYBEIXU/PF198YTabfXx8qIaggyBms1kQhLS0tOnTpzNtgbjFjQTRC+BJ2NmV7du3D3ZlAMgN6mvKcZxOp3t7x47W1laVSsUGROi/165dS01N/c1vfiPdHk13I0H0AngMDQ0NaWlpUrsyWIoAIDdVwWat4Hn++PHjH374ocFgEARBqh56enruu+++p556ik77beehipa8MSB6ATwDaldGLUVgVwaArB+LxQKQjz766I033hAEgaZcsJmy2tralixZ8vLLL6tUKmopwkDTQV4AYIOdXdm+fftgVwaADGFzXbz33ntbtmwRBEGlUrGVHMf19PTcfffd2dnZVFvQvSAsbo4KHPEjlmdxXFZ53x/nti2m3/nibefQ2GBYUEsRqV1ZfHw8mgUAuQkLFrr45ptv3nrrLYVCQWfQYsEJnU4nCMKGDRumT59uMhkRtPAyeXHu7Ndx+c8m94mLlbnVdHV1biTTHAAMhWXLllVVVdFl2JUBIE+kKmHcuHEhISF2GxiNRrPZvHr16oULF4pahKMTY0BeeI28qDtVzeIYW3OrSWaZGLcqyyTFpdAXYKisWrWK2ZXl5eXBrgwAeQYt6PAHz/MXLlz44x//qNFoqJc6rUSlKZxzY2KWLVvGptWCsLi5jEbuRXVu5OJTmaS4uJqQzNRkNDIYJnZ2Zbm5uWgTAOSmLZjC4Dhu165dxcXFly9f9vf3p/KCDpfo9Xq1Wv3s//wPnbgT2sIroxfJqZm9CkPUFqR/mOTs1yQuKhLtDdwGdmUAADYFJ8dx9fX177zzzuXLl4OCgmiRCFMeOp1u8uTJt912G6s+hbzwPnlBkovKMulSXP47ORHiUvnW3Oq4xx+OQHsD9ygpKYFdGQAIXdB/eZ6/evXqL3/5y+bm5qCgILqGbdbW1nb77bevX78+KCiIDpSAscBoDI4kF1ksRQ5r0NbATXbt2rVq1Sq6DLsyAOQct6Bze2s0mg8++OCbb77x8/Nj83LSzRQKRVRU1MqVK6OiojDht9fLCwCGD+zKAAA0LCGGInoVw0cfffT6668HBgZKhzw4jjMYDCqV6sUXX6TaAmMiYwpMCg7GELW1tbArA0DmqoIKCxqKEASflitX9uzZo1QqfXzsn4c1Gk1ISMjEiRNhV+a98qI8i+ubTItNpOUAZtYCg2mLhIQE2JUBAIXBKlGbmpq2vfZaY2OjUqm0Uw8Gg+Huu+9es2bNuHHjkHIhh+iFZN4LO6pP1aG9gQukdmUhISGwKwNAttqCDnDQWS4OHDiwa9cux7gFIaSrq+v+++9/6KGHqLbAsMhYY4RyL/qzOR3zOgEYhNbWVqldGbQFADLXFkwu6HS6gIAAllfB5rQwGo3jxo2LjIwc4AjAy6IX5ducj4Gc27YYs4ID59oiMTERdmUAQFuw3Ey6cObMmY8++oi3Qj1RaY6FwWBYs2ZNamqqyWSyWMx2ogR4pbwgp3Ij7fMsyrM4LjK3Gq0N7JHalRFCYFcGgGyRlpsajcbS0tKnn3760qVLfn5+dgkZ1BZ1yZIlVJbwvMAUCZrRi+VFcpGlLj+u2qoxxJzPlGISl19nKcL84MAOqV3Zzp07YVcGgJyjF1RDcBx3+vTp3/3udxcvXqQTXbAN6KsajWbq1Kk09ZtpCzSg90cvCInIOWyxaow+ZWE5nIMpO4EdsCuTA71PGGxclBWWoY4MOJcXZkLIhQsXfv/737OsC7sIR2dn5w/uuy83N5dO3ImghazkBbG6pQLgknXr1sGuTAacO/t1v/XQtpXWbqE6NxK5WMABjuu9JVVVVR09elShUNjpBprROX78+KcyMydPnmyRgKaTh7yQjodYLGWZ4kAJh74E9LNp06ZXXnmFLmdkZMCuzHuRVKqLzxyZZeLdoCyTFJeiTwB26oEudHZ2KpVKp2EJrVablZW1cOFCpiqgLeQjL8qzUoqJ2IfQ8ZDkInGghBSnQGEAETu7sp07d6JNvJrq3MjFWVmLObFnSEUGFnCABSF4nq+urt6zZw+brlea0dnZ2fnggw8mJyezJAwMjshKXkQ+W2ex2GVxiskYVh9VIGtKS0thVyYnklN7L/zq4uJq0UTZOkxy9msSFxWJ5gFWDWE2m3meb7ly5a233mppabHzW+c4Tq/XT5gw4cknn1Sr1RgQkae8iIhwnsPZ258AmVNRUZGenk6Xo6OjYVcmC31RZH2yiMt/py/Du3xrbnXc4w8j3RuqQhqHIISc+uabmpoaaSUqneiChi4eeOCBOXPmIHThKYy6Y2p5lhgT7SWzDO0tY+zsyg4ePAhtIReBYT+Tb+8atAtgysBisQiC0NnZuX//fjoXOJtBi07Tqdfro6KiHnvsMUKI2WxCMaq85YVEVojKArNeyJozZ87ArgwAYBe9oFNp8Tx/9uzZ373yyvETJ1QqFV3Jhj94ntfpdLGxsVFRUVZZAmHhAYxCaicNVzFtIRaQQFvImYaGhqSkJNiVAQCcxjBMJtOOHTs+O3TI399fEARpbIO+Sgjx9/enioSmZQD5yAs2XY4oK/qKz8SSESBvYFcmR8SnDLFUjPUMDmBmLQgL0aJMjFJYCCEqlYoOiEhfoiMj48ePZ1P62sU2gNfLC7G6nc50YUGwAvRrC9iVyRvJvBd2VJ+qQ/PIG1FAmAkhguAzffp0lmkhjV6YzWaj0fjYY49Rc1RkdMpQXkRGxYn17XgqAVa0Wu2KFStgVyZHkousTxniknPwFCJ3RKdTns4CfvToUUEQpK5mNOtCr9dPmzbtcTGpExELecoLcWqLvuGQPpXBcYu3nkILy5cVK1YwSxHYlcmV8m3OnzbObVuMefbkHroghON5fs+ePcuXL//yyy/tSsmoM+pdd931yiuvjL/1VszRKVt5YS8zxFm0xLl0esUG4hmyY9WqVaWlpXQZdmVy5pTVPVkiObI4LhKmRPKLVVjYXBd0EEQQhNbW1rKysmvXrvn6+jru0t3dHaJWT5kyBd4ikBcSrDFRcUod2I7IC9iVAUlH0OeeLGoMqSPRcAZHLl26RAgJCwtDy3qBwiCEfP75519++WVwcLCjdOjp6Zk7d2726tW+vr4szRMpF5AXjjIDRSRyYcuWLbArAxLEkGafxrB6HR7OGd6UnT09PTRNGM3qcUhzNnmeFwShoqLi9ddf9/Pzs0vnpOj1+vj4+Pnz51MhQl9CAAPyQqT3QYVFLCJyDiOTy/spKSlZv349XU5NTYVdGejrDLZiMETu0AiEtO60rKzs/PnzPj4+0uk76YLBYPD19Z0+fXrfjYrnEbeAvADyxc6u7L333kObAJvxEIulLBNDpfKNXvAi1iESs4+PD7UXoakYdPiD/ikIwooVKxYtWsT2ZaAlIS+AvIBdGXAuLkQf9jLreEhyER0pLU6BwpCfvGATgRNCzp+vP3nypJ+fH1tDQxqEEKPRGBIS8uijjyqVSjZxOBoQ8gLIkdra2uXLl1NLkRkzZsCuDFiJfLbOYYoLMRnD6qMKZIF0whP6Z21tbVtbG9McbNCEioy2trbOzk5p6AJtCHkBZAe1K6OWIuHh4eXl5bArA0xKRDjP4Tx39ms0juwUBisAaWhoKC4uNpvNNPFCqh5MJlNQUNDKlSsjIiIw14VHM5qG7HBdlgGwKwNDQmKlnFmG5pAfgiA0Njbm5eW1trb6+vqyoAVTElqt9rHHHluzZg3LyUCjyTx6UZ6FycDlR2tra3JyMuzKgHs9RL+Vsmh6iFIymd1srNUff//73w8cOODj4yP1ZGfbGAwGapHKJrqAwpC5vIiMsk4GDpEhH22RmJh4+vRpOg/B+++/D7syMIisIH3Gh1AWckMqEVpaWmjBiDRuQZf1en1YWNiiRYswIAJ5waCTgfc7jkBkeDeOdmWwFAESmA+7KCvEYAUm15M5FouF5/nu7u7PP//c1aiH0Wh84okn7r//fqtRO4C8cCEybIDi8CJgVwYGRPRhpzNdYBgESAIYRqOxo6PDLp5B0ev1AQEBiYmJ0oku0G6QF3Yiw9lTSvWpOrS3VyC1K9u8eTPsyoADkVFxVq8hPFgAETqnha+vr4+Pj9PghMlkio6OnjBhglPxASAv6FBrZG41C4gy8AjjDWzatElqV7Zu3Tq0CXD2jMGGQ1goc/HWU2gZOcIsUgkhBw4cqKurk86Lw2pGTCZTYmKiWq2mNwwoDMgLK32DrdYp+qAmvJEtW7a88MILdBl2ZcB9mSHOolVdXFwtig3EM2QnL1h84tChQx0dHTzff+uRGo7QqbSoGkXuBeSFNWgRmVsNYeHVwK4MDB+rdbI4WSdsR+SiKti0FvRfjUaj0+mkHmYMs9kcHBxMK9vFaIdJegQgZ3lBp/6FsPBaKioqYFcGRk5moIjE+2FBCKYSLl++fPLkSRa6kJakarXau+66a/HixdaREcwoDXnRh6upf4GXaIvU1FS6DLsyMEzKsyQRi4icw3gYkZHIoDojPDz85ZdfnjJlCvUnYiMgJpMpICAgOTlZoVD03ZnEObhQPAJ5AbwZ2JUBAK5TYYjDHyZBEO6++25/f39p3IKGMRQKhdSriJaZAMgL4LU0NDTArgwAMGyYk5kg+Jw6deqpp546c+YM82Gn//I8397eXl9fT4UFykYgL4CMtAUsRQAAw9AWdEEQhM7OzrfeeotWpdIZPGm1qtls1mg0jzzySFZWFvMZQUYn5AXwWmBXBgC4TqhQ4Hm+oaFhzZo1VVVVwcHB1rGS/nnBjUbjnXfeKQiCtNIEeDo+aALgiFarhV0ZGGGSi/BEKk+FQQhpa2s7d+4cLUm10xDiuIkwbtw4aQkrFIYXgOgFcKItli1bxuzKdu3aBUsRMETKszAZuOyRTr55++TJd9xxh9FoZAKCxTa0Wm1OTs6DDz7Ipu9kC2hDyAvgVdjZlbGSVADcJjIK5smIW1gnvSCE/PHtt+vq6mhGJ9MQFotFo9HEx8evXLmS1aMhbgF5AbwT2JWBkcDePBkiQ57RCyoX6urqjhw5YicdaFKnQqFIS0tTKBTSUlVphANAXgBvQGpX9txzz8GuDIysyLABisOrhQWFTtD57rvv1tXVKZVK6XiHxWIxGo3z58+fNWuWVIug9SAvgLeRn58vtSvbsmUL2gSMkMhwNgV49ak6tI0MKCkp+fTTTwMDA+2kA8/zBoPhtttumzBhArSFV4LKEdDXBaxdu5Yuw64MjBzlWaKLMhH9DjENuBxgGZ0cx7VcubJv3z6tVhsUFGQ3EafZbFYqlXPnzqW7OFaUAE8H0QsAuzIwCpzbtrj3/tKrLWCkLCthIS0MOfn11y0tLb6+vo5lIEajUaVSRUVF2SWBAsgL4CVUVVVJ7cree+89WIqAEQhaROZWQ1jIUl5IFcb333/f2trq4+PjVF5MnTo1JCSE2pFgugvvA4Mjsqa2tjYtLU1qVwZLETASRD5bZymCi7LMtAXNqDCLCIJw5MiR//3f/3XMuqDodLqwsLBx48aJGaAChkUQvQDeA+zKwKgREQFtIUtogoUgCJcuXSosLLxw4YKPj81DLNUQRqNx/PjxS5YswfRZkBfAm7VFSEhIRUUFLEUAAMOG5U/wPG8ymTZt2nTixAm1Wm3nvU6tRrq7u2NjYxMSEqRJncDLwOCIHGltbU1LS5PalU2fPh3NAgAYNqxapLOz87333vvyyy+DgoLoejpiwhSGyWSaOHHij370I+leMGFH9AJ4PNSujFqKwK4MADBSUKGwf//+/Px8i8VCh0WYdOA4zmQyGY1GpVL58ssvP/TQQ1JvEWgLyAvg8doCdmUAgNGIXtACkM7OToVCIQgCm+iCCgiz2czzvNFoDAgIYEOxqBbxYjA4Ii+efPJJ2JUBAEZQVbBlQfC5fPlyWVmZIAh29iLSkZH58+eHhYXZ5VtAZHgfiF7IiNWrV+/atYsuw64MAHD92sIuc7O6uvq7777z8/Nzun13d/fChQtzc3PFUIeZ7QhtAXkBPJhNmzYVFhbSZdiVAQBGVmdwHNfQ0FBQUMDzvFPLU47jtFrtOBFICsgL4CXArgwAMKrywmQynThxQqvVMnd1VnRK/9XpdD/+8Y+zs7PpxkxzoPUgL4CnIrUrS0pKgl0Z8FzoTC2uYu/gxqsKKh0EQTh58uS2bds0Go1UMbByU6PRyPN8VlZWeHi42WxitvxoQ8gL4KlUVFRkZ2czbbF37160CfB0eTFp0iQ0xdjRFlQlBAQEqFQqOsuF3Wb03xkzZgQHB4sThwtOj4Ym9TJQOeLNULsyaikCuzIAwIgrDCom9Hr9iRMnTCYTm0GLvkTFh1arvfvuu/NefXX8rbc6neUC2gLyAngSUruy8PBw2JUBAEYQGrowmUyCIJw7dy4/P99oNPr5+dFyEukc4RqNJjY21k5bSCUFRkkgL4DH0NDQkJyczOzKKisroS0AACMbumDK4NtvvxUEwekUnF1dXSkpKRkrVzK1Ic3JAF4Mci+8U1skJCQ0NzfDrgwAMOKSwjpHp5k6sFdVVb388ss0jGG3scVimThx4urVq2nogkkKaAvIC+B5SO3KlEol7MoAAKOkM3ie//bbb3fu3Nnd3e1ovG40GrVabW5u7rRp05guMZvNyLSQCRgc8Sq0Wm1KSgqzKystLYVdGQBgpCQFM1WnxaiEkNdff/3o0aPjxo2jTutsY6PRGBwcvGTJkvvuu89qR8JxHGdXVwK8GHzTXqUtli1bdvToUfon7MoAACMIUw9UW1gslu3btx8+fDgkJMROWzDX9RUrVqjVaqPRyHE8BkQgL4CnArsyAMDoQfMt2NDGZ5999s4775jNZmpgJhUfVH/U19dfvHiREMKc2aEwIC+A5yG1K9u4cSPsygAAIwsbGREEoa6u7sUXXySEsCnApZvxPN/e3p6YmDh37lw7zzMAeQE8CTu7sk2bNqFNAAAjC829EARBq9W+/fbbLS0tCoVC+iqboLOnp+f+++/PyMiQbgAgL4CHUVRUBLsyAMAN48CBA1VVVY7OL8xexN/fPysra9q0acx1HRmdMgSVI55NSUmJ1FIEdmUAgFGCqoeioqK33nqLF3G6jV6vf/LJJ+fOnUtnwpC6p6INZQUUpQcDuzIAwGjD9AEh5MiRI++++67JZPLx8XGUCxzHtba2Ll68eOXKlXb6A9oC8gJ4DEeOHIFdGQBg9DCL0CpTjuO+/fbb559/XqvV+vv7O50ay2Aw3HHHHT/96U8DAgJYuAIFI5AXwJOora1NSUmBXRkAYPSgyoBWmTY1Ne3fv7+jo0OpVDrVFhzHdXd3/+AHP1i0aJEoS0yYnRPyAngYsCsDANwYmAnZu+++W1RU5HRMhGIymUJCQubNm2dVGzyrJQGQF8ADaGpqgl0ZAOAGCAtxJm9iMBj++Mc/lpaWBgcH83yfaLBL1TQYDJ2dnU8//XRycjKrFsGwCOQF8BhaW1tTUlJgVwYAGFVhYfVV53me37Vr16uvvmo0GlkZCJUOVEbQqTyVSuXKlSsffvhhtju0BYC88BhgVwYAuAHagkkEGqv4/PPPBUFwOjsn/ffatWsPPfTQc889FxQUZDIZXdWsArmBeS88RltI7cpKSkpgVwYAGCVtQSfCarly5dW8vL/97W+0EsTpLj09PYmJicuXL6eVJhwHYQH6wE/BM1izZo3Uriw9PR1tAgAYWW1h5w/y4e5eWDSChSukjz0KheI///M/p0+fTqMdPM9zVtCkkBdgrLN27dqSkhK6DLsyAMAoyQuaUUEXGhoaPvnkk6CgIGk6J4ttEELa29sjIiL+8Ic/zJs3z9GQHQAMjox1Nm3alJ+fT5dzc3NhVwYAGJVnTWuIguf5q1evvvDCC42NjWyyPqoeWNqmXq9fsmTJ//zP/4SFhUnXoxlB/y8KTTCWsbMry8vLQ5sAAEYJNsvFnj17vvzySz8/P7vhEjr80dHRERYWtmHDhrCwMLMVtB6wA9GLscuuXbtgVwYAGFU9YactWltb33jjjY8++kilUtEpO+m/bGSks7Nz3rx5v/jFL8aNG2c2m6kcwfRZAPLCY6ioqGA5FvHx8bArAwCMkrZgpSIXLlzYsGHD8ePH6Qxa0jERuqDT6dLS0p555pnQ0FDpaAiGRYAjGBwZi9jZle3duxd2ZQCAEUfqOtbd3f3aa68dP348JCREEAS7qAbP811dXYGBgZmZmVRboPUA5IWHAbsyAMCNwTo7Z6/I2LFjR3l5eXBwMJuRU7pBZ2fnwgULXnvttdtuu42+iupTMDAYHBlbNDQ0pKWlwa4MADDacBxnMpkIIYIgcBwXGBjo6FhGNcS1a9cWLFjwh1dfVavVrEgEpSIA8sJjoHZl1FIkJCRk3759sCsDAIwmFkHwaW9v//zzz7/77julUinNtKAYjcawsLCMjAyqLVg2BtoOQF54Bo52ZbAUAQCMiqYQVYLJZBIEn/r6+k2bNp04ccLHxycgIIBtQGfT4jhOq9WuXr06ISGBzp0lHU8BAPJirEMtRWBXBgC4MZjNZkEQzGZzXl7e0aNHQ0NDpWEJWjai0+m0Wm1gYODUqVPZQAniFgDywsO0RVVVFf0TdmUAgFEKWojCwkSd1tvb219//fVDhw6xBC8Wk7BYLEajMTIyMjExMSYm5t5775VOnIXQBYC88AxgVwYAuDGIKqFXXNTX1//yl7/86quvaKkIe5VOCt7R0XHHHXe89tprEydOpOvFkRQB2gJAXngMsCsDAIw2rNyDOpo2NTVt2LDhq6++UqvV0vEOKh06Ozv9/Pwee+wxqi1MJiMhnCAIdMQEAMgLDwB2ZQCAG6At6NAG1Qdnz57dtm3bV199FRISIp3fgmoLg8Ewc+bMnJycuLg4q3sqz/YFAPLCAygpKYFdGQBg9IWFhSZbnDp16q233jpx4gSdf5OGK2iRCF3QarVms5lqC+nEWRgQAZAXHsOuXbtWrVpFl5OSkt588020CQBgBIWFNdOCUG1RVVX129/+trGxMSAggJkMsAJUcRDENHHixOXLl99zzz2Os18AAHnhATjalcFSBAAw4rBa0927d2/fvr2trY0mW9AUTlqbajQaBUEwGAw6nW7dunUJCQk05gFtASAvPIza2lrYlQEARgmaMEFjEjRhoqioaNu2bSqVKjAwkEkHGpygG3d1dQmC8NRTTy1evJgeAZkWAPLC87RFQkICsysrKyuDpQgA7kOntcVk+U6x9NGrGehs34SQP/3pT++++66/v79CoaDCQhqWsFgsarV66tSpGRkZycnJdI3ULhUAyAvP6Bnt7MrCwsLQLACAkdIWfd266Ex26dKlvLy8iooKQRCUSqXdbJtUZ3R2dt5zzz15eXn+/v7ItwCQFx5Ja2sr7MoAAKOkLdgCDVocO3Zs69atp06doj6odnELs9lsMBh6enoCAgIeeOABf39/qk4wJgIgLzxPWyQmJjK7srKyMliKAABGSlWwGhBCyNWrVz/++OO33367o6MjJCSETagl3VKpVE6YMOH222//6U9/umjRIsQtAOSFR+JoV0avZwAAuE55QZM0acKERqP54IMPPvzww+bmZp7nqf2pVDfQhba2tn/913/dsGGDWq2WHgftCSAvPAzYlQEARgNWAMLz/NmzZ7du3XrkyBGFQqFUKqXO6bRCxGw2a7VavV4/bty4xYsXU23BClChMADkhYexatUqZldWWFgIuzIAwIjELaj3Kc8LHMft37//tddea25uDgoKcqoVjEZjaGjoww8/bLFYfvSjH9EJv+2qSCAvAOSFx2BnV5aVlYU2AQAMQ0mwQAVbQ7M4LRbL9u3b3377bZ7n6Tzfdr7qHMcZjcb29va0tLTnn3/eUUxg2m8AeeFhwK4MAHCdqsLuTyoXmCA4efJkYWHh8ePHFSIsi5MtGEQCAgLWrl27fPly6QGhJwDkhUcCuzIARuMJXlafl4UrpB9cq9WeOHGisrJy0qRJe/fuvXDhQlBQEPMNYdubzWaNRhMWFrZy5cqZM2fGxMRIp+NEpgWAvPBISktLYVcGALh+LSUd5ujp6dmzZ8/evXuvXLly9epVHx8fPz+/0NBQk8nERk/olgaDQaVSTZs27de//nVkZCSbdItNawFtASAvPI+KigqWvwm7MgBG6jnecf0Yv0c6nqF0DbP8kOZXspk3pZkWdB6Lo0ePdnR0nD171mQyKZXK0NBQuoHJZKKhC6oeenp6tFrtI4888u///u/jx48fN24cNU2lluv4OQHIC08FdmUAjOwdWpLG2G+EQZ/X7UZMhiQ4bsBoi+PBHdWGnYSiEoFtdvny5e3btx89evTatWt6vd7Hx0cpIvVbZ8MiBoOhs7Nz4sSJP//5z//jP/6dzt1pNWSHsACQF57MmTNnYFcGwMgGLehzvCAIer1eept0dPUc0k2UDSXc9JAMC1Sw829vbz9//vzu3bu//fbbf/zjH35+fgqFwtfXl+VsSnMy6MrOzs6pU6emp6f/8Ic/pGkWJpOJs4KfE7gpDGmG+XPbFnMcl1Vus7I8y3Gdc8Qtrbi1h+fQ0NCQlJQEuzIgb0asi+B5PqucWCx93uJnz57Nycn52c9+1t7eTggRRKRVmtJoB2OAcMioPtO7eQK8CD2TpqamL7744ve///2vfvWrzMzMNWvW/OUvfzlz5kxISIhCobD7pDTCYTQaOzs7W1tb29vbf/SjH7355pv//d//HRMTYzabTSYjIRYMiICbyxAlfHkWl1Icl193OCeCdSeRuUSywnW3I9lO/Ks6s8xSlDzQ44XTMdcxSGtr69y5c5ldWWVlJSxFgEwZ0S7iqU/MxSnct99++/TTT9fX1/v4+Jw9e1an02VnZz/44IOPPPKI9Lbd12NotaSkhHzwQe+fsbHkueeI6LvB6imufyIpFlNxFQVh72I3t4Td8M2FCxdqa2u7u7sVCsWOHTtaWlq6u7sJIb6+vj4+PoIg2OV4SoWRRqOZOHFicnKyr69vSEhIWlqaSqUaoN4EgDEvL+yFgdiXDCwTWJ/ztbSHGbzP8RR5Qe3KmKVIZWUlLEWAvAMYI9dFWPLqqnOVFy48+eSTjY2NarW6pqZGp9NFRESoVKply5ZlZGQolcqQkJC+JKeeHrJoEREvxj7Cw8mRI+YJEywWM8fx7D4tHVjpux/39FBd0rvKqkvsVIVTPUGPRrMcpN2X3ZAH5cyZM1evXm1tbT0h8s9//pPjOIVCwfO8IAg03iCVEdLkCY7j9Hq9TqfT6/W33HLLhg0bHn74YXZkOhpCYxv4FQJPlBc2TyfuPpc4dh1u6AuO4xYQciw7m5w+TSZNIkuXkrE3oza1K6PTflO7MliKAAQwRq6LsOSd/Tw3kj927Njrr79eU1Nz7tw5nU4XExOjUCj0ev348eMJIbfffnt4eHhzc/Oy7757qKzM/tipqWTfPrtcDfvUDRe6xDJxIiEWmuQg7SqllR0DJIpS3/OvvvqqpqbGJFJWVtbY2MjzvNFoVCqV0Xr90suXb9dq23x8qoOC/hIW5uog1D992rRp/zlr1p1VVREGg3rGDLJ0qfnxx6WhETtnVOcBjF27yDvv9H7kJUtIbi7x88NvFowNedH/PJJa6t5zCe0nZtttONhTzQZ//5e0Wsduwq1TPHq09/oZfV2SnJzMLEV27tyZkZGBnxQAI9hFPPWJuTDJwvN8e3t7YWHhxo0bdTrd7NmzfX19/fz8enp6eJ43GAy0sOL/zp+fI44v2Nyeg4N5MWPDZDIKgg8TFjYKIz+frF3rqEtMe3aLqR72KfDszn3mzJlxt9wy/tZbCSGdnZ1ffvnl5MmTFQrF/v37NRpNY2PjlStXvv/++5aWFo7jBEHw9fWl02sKgvAf33+/+sIF6WEPhob+cto0pgmMRqPBYOB5funSpZMnT7506VJ2c/O411937BXtprUYSF4sX94rLxixsaSyEgoDjAbDqRxJfjY/rji3NIsUk7j8Z5OlHUS1w8a9DzHTTlUTMntI71FVZa8txPmqyJYtZN26QfbdsoWsX28j1T/4wF1dMhTs7MqgLQAY8S5CTPPsvUeq1ernnnsuPz+/ubk5NDQ0KCjo8uXLtJ5CEAR/f3+z2Rys1zsege/oWL16tZ+fX1tbW1BQkKa7O3LatNbW1kuXLoWGhi5YsODatWtpeXlOMrErK6mwOHnyZHV19e233/7Pf/5z6tSpjY2NJ06cCAgIsFgsx44di5o5M9NiCTt0SKvRnDMY3oyJ0alUZ8+epYMdPM/T9Ai7DzWvtdVOWxBCEltbV168+M5tt2k0Gp7ng4ODFyxYsGrVqjlz5iiVSlJVRRISnPaK3Lp1g9bB9nWGUm1Bn8QKC0luLn60YEzICxKRsyEzN6W4mGSW9ccyI3IOW3JcPMsM/S2KilyuH1heVFXZaIsh6ZKhsG7dOhu7spUre69S1wO3ThhsrHdwSkt7d29u7t1xyRKSkYGnEDAmGLUuwk/8hW/bts3f3z83N/f8+fP0zk0zD74KDb3z8mW7XU4GBBw+fNjmlnrsGAtgVFVVGY3Gh5uanLxZe/uxY8cOHDhQXV19/vx5lUql1+vpPBPszh2kUDz7pz9NNxjon9MISTl0KGPaNFqUPkBsOO3SJafrl16+vHPSpIULF8bExPz4xz+eOHGir69vX+hl2L0ig/Y2dmzbBnkBxoy8ICQ5NZMUF2emJru1dWRU3FDfQDoIKkWszhgVXSIV+IMNTG7ZsuWVV16hy9nZ2ZvWrbMZuK2q6j3IkSNk0qSBtMVQd7Hvn9J65YVUahQVkcrKIWsUAEYjgDGaXURoaGh4ePhvf/vbN99446u//12hUNBEqB1hYUlXrvja3tSLp0wJDAyUVnOwCguakqlUKl3pkmeeeaa1tVWlUoWI5SdKpZLNtkkrOx5ramLagnKbTrfu++83zJgx8Ljz3V1dTtffptO9+OKLS5YsYRkVBoNBrMP1GX6vOHC/6v7uAAyFkcsxphXvDizedo6+/vXZczabn/2akLioSBdHc3WXVatHS5dQli/v/a+ioi8KkpDQqwNsKSkpWW8NkGRkZBQUFJDCQvv3bWggq1cP9EbD2MVud6m2YJ/d/SMAcIO57i6C3bBNJpPZbJ47d25BYWFxcXFRUdGvf/3rSZMmNSoUKyIi/hYURDe7qFT+fMaML0JCpGkWrBZDmq25IyxM7zCUUDxlil6vV6vVvr6+dtWebN8ftrQ4ftB7xVSPATCbzVddBRrV6qSkJKpg6KnS6Up7327YvSIjPPy6dgfg5siLiJzDFicczokgEQ8/HkeqP/xE0nmc++TDahL3+MOu8smXLnW+3nHocaR0yQADk0QaI3BmV+Y05FhZOdB7DWOXQXcnhJSX4zcNxijX3UWwIQma1mA2mxUKRUxMzJw5c5KSkv707rvbtm2b9uij+3JyfrJixexZs/5t9uzPFAqtVms0Gnt6egximMFkMun1emkAgxBy2d9/9axZjrqExkXsciTZXhaLxWm2R5DZbFdmYjKZuq3QmcFq7rxz4C6OTYpFJxnrXR52r8iIjb2u3QEYCsOdGdfdanab7eNs5swZsFytp+eYSrXQUSLQYpABcJoB7mbVid1wA9P79fV0saKiglmKxMbGHjx4sK/afubM3hNzZIC2HcYu7uzu/hEAkFBVVVVbW5uVlTViLjmj00VMnTq1oaGhvr4+XHwQZ0MednUTTU1Nf/vb34KDgz/99NPz58+3tLT4+flpNJpLly75+/uHhYXR6lCe55klGD2OyWSiXaLRaPTz86NlKUajkU5NQTWNNJKx7ttv/83ZqErWv/yLxWIxGo2CIGg0GrVaPWPGjPnz5yuVytarVxf/4Ad3TZ06/t/+rfcBxnUXZz/BaE9PrxQYcJdBaG4mM2YQaXDFz4/U1PSuBGDEuwXL8CjLJIRklg15Fytx+XWDbB5CSIFYct73X2qqpalp8HfRai2xsRbpjoRY1Gq39g0Pt9+R/idSU1PD0r+jo6OvXbvWv2NGhpO9YmMHeq9h7CIlO9v5qbp/BAAk0PlaJk2a9P7774/MEUeni6Cqor6+nv5JRxBMEuif0l00Gs13333X0tLy3XfflZeXHzt27OLFi5mZmTNE5s6dO2fOnFkis2fPjo+Pv++++x588MEVK1bMnTt35syZsbGxKSkpixcvnj179pw5c+aKxMTEzJs3Lzo6euk99+g4zu4y/Pfbb585c+bcuXN/8IMf3HPPPSkpKYcOHXL8LMaWFnNW1tC6uNZWm2vfzV5RSlOTJT6+b/fwcMuRI/jxg1HqFrgxOy3m8GftbGsj69f3D2qkppKCArfUfUICqapyMqrS1nbmzJnY2FhmKVJdXW1jKdLQQGbOtM/SqKwk8fEu32sYu9h9xpgY+4QSP7/eIziNfwIwIGfOnMnIyDgqPhnHxsYWFBSMzYnt7aIXbH5uGr2Q2n05hjSkdHZ2lpaWNjY2zpo1q0XMn+jq6goMDLz//vs1Gk1ISIhSqdy+fXt7e3taWlp0dPT3339fXV39j3/848KFC3SOjZ6enpCQkCtXrtzy/fcvd3VNo7Un4eEtv/nNhx0d3d3d9957b1hYWFNT09133z1lyhQ7i1Rx2cLzwvAcXwHwgG5hzOqmm3B669Y5iQekprK+jOo49uRkQ02NzTNBefngbzeMXeyeQnJzbZ5jvvkGchtcD++///4kqxDPzs6+ePHiWDtDu+iFO5idMewTuHbt2pXLl1taWi5evNjd3X327NnKysqOjg6LxUJjJwOcA35gQFbdArmJ0mGsMZmQDp6Xagsdx02GggVyJSQkZPPmzRqNRs7dAgBgeN0CzG/6aSRkptl8QJzEhhDyT4XiBxZLI9oFyJW2trbPPvvsu+++Q1MAAIbaLfjclPNz50nlpjumTtBqb1m2jMCuDMiGpqamX/7yl3Q62vDw8IKCghv5m3fnYrfLvRj0gHbZDP2+7Q61pm46mEu3tDthZE4AdAtSEL1wyYoVK6SWItAWwLvZsmVLVFRUSUmJUqncvHnzqVOnPP03P4ANh91Ljs7pAxxTehAp+AkBdAs3P3ox9lm1alWpdQ4M2JUBr2f58uW7xDnl0tPTX331VZvCKAAAuoWhdwuIXjjB3q4sKwttAryb6dOnJyUlVVZWvv/++9AWAIDr7xa8cd6L62PLli3MUiQ7O7ugoAA/MgDGCEPKvQAA3EQQvbDBiV0ZAAAAACAvhk1FRYUTuzIAAAAAQF4MW1ukpqbS5djY2L17946YtxMAgyBalTNjcgAA8PyeAfKil9ra2uXLl1Mr1Ojo6LKyMmgLQMqzOIdL283LXdyV47Lgjw8Aega59gzwHKmvr2dWqOHh4UOyMwDejWjhKbHurMuPc8sGtHe/uLi4oTqGgtHwHAEAPcNNQe7Ri4aGhoSEBGqFOmnSpMrKSmSkA0bys/lxpDp3a9+jRvnW3GqSWVaUPNgTSmkxydzwzuNxpLgU8QsA0DPIs2cYs8KnUmRU3+LatWszZsyg7RASElJTUwNVDuzofywRH1jceOgQ9+jdji24eMIR/xafgPqXJBtSEP+wYfPmzRs3brx27RqaAqBnGOMQ2f44NBoNs65XKpWjLWWAh8dBMzNtrnM3+hCHvsG2G5G+6LDMuo6yTAgMANAzeGLPQGSrLdjE6Uqlsry8HNcKGLgbca8Lse0DHHqR/jXiIKz1Fel2Ni8AANAzeGjPINPcC9iVAfc5d/Zr8f/Vp+oG3/aTD6tJXFQk/Sti2mxCqj/8pD+dPCJnQyapzo3kUopJ5oacCMcjREbF9W6AMlUA0DN4ds8gQ8Up9SfLy8uDBAeDP6Fk5tunhvc9uBCbxxeHhxL7DPP+PR1Co5IVkmNjaAQA9Awe2TPITl5s3LiRfT8bN27EJQLc6ULKnMYzncc/nWDfrYilafYZW46H7jscFAYA6Bk8r2eQl7zIy8tj32t2djauEOBOF8KubmcPHA4Xvf3rtitZn2STbe66f0ImBgDoGTyzZ5CRvNi5cyfTFunp6bhAwGAMmN890OOMkycNcb10Cxe54mWZgz+7AADQM4z5nkEu8qK8vH8Sk6SkJI1Gg0sEuNGF2HcKA3QjLqvfrfu4nunPprOwiaNCWwCAnsEzewaOTb/txVRVVSUlJVFLkdjY2IMHD8JSBAAAABg9vF9e1NbWsmm/o6OjDx48GBoaii8eAAAAgLwYJg0NDTExMVRbhIeHw1IEAAAAuAHw3q0tYFcGAAAAQF6MCiEhIeXl5dAWAAAAAOTF9UJHQ2JjY/ft28fcywAAAAAw2siicgQAAAAANxIeTQAAAAAAyAsAAAAAQF4AAAAAAPICAAAAAADyAgAAAACQFwAAAACAvAAAAAAAcIf/HwAA///0d7hCmNB5OwAAAABJRU5ErkJggg==" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![linear_logistic_regression.png](attachment:linear_logistic_regression.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "接着,再通过定义一个损失函数来描述预测值与真实值之间的误差,当预测值与真实值之间的误差越大时,损失函数也越大,通过梯度下降法可以得到系数矩阵和偏置项的优化趋势,再设立合适的学习率迭代求解,可得到对应较小损失函数值下的系数矩阵和偏置项的值,模型训练结束。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 4. 模型训练" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 4.1 处理缺失值" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    目前的数据中,剔除船舱号后,年龄列和和登船港口列存在缺失值,需要进行补充。对于年龄,可以采用使用平均年龄进行填充,而对于登船港口,可以使用人数最多的登船港口(S)进行填充。此外,由于年龄是一个一个的数字,在数据量不够大的情况,这样一个一个的数字没太大意义,我们要按照年龄段进行划分,票价也是如此。" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "def handle_age(age):\n", + " if age <= 15:\n", + " return 0\n", + " elif age <= 60:\n", + " return 1\n", + " else:\n", + " return 2\n", + " \n", + "def handle_fare(fare):\n", + " if fare <= 32:\n", + " return 0\n", + " elif fare <= 100:\n", + " return 1\n", + " elif fare <= 200:\n", + " return 2\n", + " else:\n", + " return 3\n", + " \n", + "train_df['Age'] = train_df['Age'].fillna(train_df['Age'].mean()).map(handle_age)\n", + "train_df['Embarked'] = train_df['Embarked'].fillna('S')\n", + "train_df['Fare'] = train_df['Fare'].map(handle_fare)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 891 entries, 0 to 890\n", + "Data columns (total 8 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Survived 891 non-null int64 \n", + " 1 Pclass 891 non-null int64 \n", + " 2 Title 891 non-null object\n", + " 3 Sex 891 non-null object\n", + " 4 Age 891 non-null int64 \n", + " 5 Fare 891 non-null int64 \n", + " 6 Embarked 891 non-null object\n", + " 7 FamilySize 891 non-null int64 \n", + "dtypes: int64(5), object(3)\n", + "memory usage: 55.8+ KB\n" + ] + } + ], + "source": [ + "train_df.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " Survived Pclass Title Sex Age Fare Embarked FamilySize\n", + "0 0 3 Mr male 1 0 S 2\n", + "1 1 1 Mrs female 1 1 C 2\n", + "2 1 3 Miss female 1 0 S 1\n", + "3 1 1 Mrs female 1 1 S 2\n", + "4 0 3 Mr male 1 0 S 1" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train_df.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 4.2 数字化数据" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + " 当前的数据集还还不能直接进行训练,因为数据集中部分列是由字符串表示的,无法参与到数值运算过程中,因此,我们需要将字符串处理成数字的形式。" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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SurvivedPclassTitleSexAgeFareEmbarkedFamilySize
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111Mrsfemale11C2
213Missfemale10S1
311Mrsfemale11S2
403Mrmale10S1
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" + ], + "text/plain": [ + " Survived Pclass Title Sex Age Fare Embarked FamilySize\n", + "0 0 3 Mr male 1 0 S 2\n", + "1 1 1 Mrs female 1 1 C 2\n", + "2 1 3 Miss female 1 0 S 1\n", + "3 1 1 Mrs female 1 1 S 2\n", + "4 0 3 Mr male 1 0 S 1" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train_df.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "在头衔对获救率影响的分析中,我们将头衔分类成了'Officer', 'Royalty', 'Mrs', 'Miss', 'Mr', 'Master',使用数字1-6分别表示上述类别。" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "title_map2num = {'Officer': 1, 'Royalty': 2, 'Mrs': 3, 'Miss': 4, 'Mr':5, 'Master': 6}\n", + "train_df['Title'] = train_df['Title'].map(title_map2num)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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SurvivedPclassTitleSexAgeFareEmbarkedFamilySize
0035male10S2
1113female11C2
2134female10S1
3113female11S2
4035male10S1
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" + ], + "text/plain": [ + " Survived Pclass Title Sex Age Fare Embarked FamilySize\n", + "0 0 3 5 male 1 0 S 2\n", + "1 1 1 3 female 1 1 C 2\n", + "2 1 3 4 female 1 0 S 1\n", + "3 1 1 3 female 1 1 S 2\n", + "4 0 3 5 male 1 0 S 1" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train_df.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "对于性别这列,将female映射为0, male映射为1。" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [], + "source": [ + "sex_map2num = {'female': 0, 'male': 1}\n", + "train_df['Sex'] = train_df['Sex'].map(sex_map2num)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " Survived Pclass Title Sex Age Fare Embarked FamilySize\n", + "0 0 3 5 1 1 0 S 2\n", + "1 1 1 3 0 1 1 C 2\n", + "2 1 3 4 0 1 0 S 1\n", + "3 1 1 3 0 1 1 S 2\n", + "4 0 3 5 1 1 0 S 1" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train_df.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "将三个登船港口分别映射为0, 1, 2。" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "embarked_map2num = {'S': 0, 'C': 1, 'Q': 2}\n", + "train_df['Embarked'] = train_df['Embarked'].map(embarked_map2num)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " Survived Pclass Title Sex Age Fare Embarked FamilySize\n", + "0 0 3 5 1 1 0 0 2\n", + "1 1 1 3 0 1 1 1 2\n", + "2 1 3 4 0 1 0 0 1\n", + "3 1 1 3 0 1 1 0 2\n", + "4 0 3 5 1 1 0 0 1" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train_df.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 4.3 使用Pytorch搭建逻辑回归模型" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "import logging\n", + "import pickle\n", + "import torch\n", + "import torch.nn as nn\n", + "import torch.nn.functional as F\n", + "from torch.utils.data import TensorDataset\n", + "from torch.utils.data import DataLoader\n", + "from torch.utils.data import random_split\n", + "\n", + "class Titanic_Model(nn.Module):\n", + " def __init__(self, input_dim, num_classes):\n", + " super().__init__()\n", + " self.input_dim = input_dim\n", + " self.num_classes = num_classes\n", + "\n", + " self.linear_layer = nn.Linear(input_dim, num_classes)\n", + "\n", + " def forward(self, inputs):\n", + " outputs = self.linear_layer(inputs)\n", + " return outputs\n", + "\n", + " @staticmethod\n", + " def compute_accuracy(outputs, labels):\n", + " _, preds = torch.max(outputs, dim=1)\n", + " return torch.tensor(torch.sum(preds == labels).item() / len(preds))\n", + "\n", + " @staticmethod\n", + " def log_epoch_loss_and_acc(prefix, epoch, epoch_loss, epoch_acc, interval=5):\n", + " if epoch % interval == 0:\n", + " logging.info(f'{prefix}_Epoch [{epoch}], loss: {epoch_loss:.4f},'\n", + " f' acc: {epoch_acc:.4f}.')\n", + "\n", + " def evaluate(self, batch, loss_func, need_acc=False, no_grad=False):\n", + " if no_grad:\n", + " with torch.no_grad():\n", + " inputs, labels = batch\n", + " outputs = self(inputs)\n", + " loss = loss_func(outputs, labels)\n", + " else:\n", + " inputs, labels = batch\n", + " outputs = self(inputs)\n", + " loss = loss_func(outputs, labels)\n", + "\n", + " if need_acc:\n", + " acc = self.compute_accuracy(outputs, labels)\n", + " return {'loss': loss, 'acc': acc}\n", + " else:\n", + " return {'loss': loss}\n", + "\n", + " def compute_epoch_loss_and_acc(self, dataloader, loss_func):\n", + " results = [self.evaluate(batch, loss_func, need_acc=True, no_grad=True)\n", + " for batch in dataloader]\n", + " batch_losses = [r['loss'] for r in results]\n", + " epoch_loss = torch.stack(batch_losses).mean()\n", + " batch_accs = [r['acc'] for r in results]\n", + " epoch_acc = torch.stack(batch_accs).mean()\n", + " return {'epoch_loss': epoch_loss, 'epoch_acc': epoch_acc}\n", + "\n", + " def epoch_postprocess(self, prefix, data_loader, epoch,\n", + " history, loss_func, log_interval):\n", + " loss_and_acc = self.compute_epoch_loss_and_acc(data_loader, loss_func)\n", + " epoch_loss = loss_and_acc['epoch_loss']\n", + " epoch_acc = loss_and_acc['epoch_acc']\n", + " history.append({'epoch_loss': epoch_loss,\n", + " 'epoch_acc': epoch_acc})\n", + " self.log_epoch_loss_and_acc(prefix, epoch,\n", + " epoch_loss,\n", + " epoch_acc,\n", + " log_interval)\n", + "\n", + " def train(self, train_loader, val_loader, num_epochs, lr,\n", + " loss_func=F.cross_entropy, opt_func=torch.optim.SGD,\n", + " log_interval=5):\n", + " optimizer = opt_func(self.parameters(), lr)\n", + " self.history_train = [] # history of train set\n", + " self.history_val = [] # history of validation set\n", + "\n", + " # initial loss and accuracy of training dataset\n", + " self.epoch_postprocess('Train', train_loader, 0,\n", + " self.history_train, loss_func, log_interval)\n", + "\n", + " # initial loss and accuracy of validation dataset\n", + " self.epoch_postprocess('Val', val_loader, 0,\n", + " self.history_val, loss_func, log_interval)\n", + "\n", + " # iteration\n", + " for epoch in range(num_epochs):\n", + " for batch in train_loader:\n", + " loss = self.evaluate(batch, loss_func, need_acc=False)['loss']\n", + " loss.backward()\n", + " optimizer.step()\n", + " optimizer.zero_grad()\n", + "\n", + " # training dataset loss and accuracy\n", + " self.epoch_postprocess('Train', train_loader, epoch+1,\n", + " self.history_train, loss_func, log_interval)\n", + "\n", + " # validation dataset loss and accuracy\n", + " self.epoch_postprocess('Val', val_loader, epoch+1,\n", + " self.history_val, loss_func, log_interval)\n", + "\n", + " def predict(self, inputs):\n", + " outputs = self(inputs)\n", + " _, preds = torch.max(outputs, dim=1)\n", + " return [preds[i].item() for i in range(len(preds))]\n", + "\n", + " def save_model(self, save_file):\n", + " torch.save(self.state_dict(), save_file)\n", + " pickle.dump(self.history_train, open('titanic_history_train.pkl', 'wb'))\n", + " pickle.dump(self.history_val, open('titanic_history_val.pkl', 'wb'))\n", + "\n", + "\n", + " def recover_model(self, save_file):\n", + " self.load_state_dict(torch.load(save_file))\n", + " self.history_train = pickle.load(open('titanic_history_train.pkl', 'rb'))\n", + " self.history_val = pickle.load(open('titanic_history_val.pkl', 'rb'))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "在训练前,还需要将测试集划分为训练集和验证集,当前采用5:1的形式进行划分。" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [], + "source": [ + "# convert pandas dataframe to numpy array\n", + "train_data = train_df.to_numpy()\n", + "# convert numpy array to tensor\n", + "inputs = torch.from_numpy(train_data[:, 1:]).type(torch.float)\n", + "labels = torch.from_numpy(train_data[:, 0]).type(torch.long)\n", + "dataset = TensorDataset(inputs, labels)\n", + "train_ds, val_ds = random_split(dataset, [742, 149])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "使用gpu加速计算,Pytorch中使用gpu计算十分简单,只需要将训练数据和模型参数转移到显存中即可(前提是配置好cuda驱动)。" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [], + "source": [ + "def to_device(data, device):\n", + " \"\"\"Move tensor(s) to chosen device\"\"\"\n", + " if isinstance(data, (list,tuple)):\n", + " return [to_device(x, device) for x in data]\n", + " return data.to(device, non_blocking=True)\n", + "\n", + "class DeviceDataLoader():\n", + " \"\"\"Wrap a dataloader to move data to a device (default: cpu)\"\"\"\n", + " def __init__(self, dl, device):\n", + " self.dl = dl\n", + " self.device = device\n", + "\n", + " def __iter__(self):\n", + " \"\"\"Yield a batch of data after moving it to device\"\"\"\n", + " for b in self.dl:\n", + " yield to_device(b, self.device)\n", + "\n", + " def __len__(self):\n", + " \"\"\"Number of batches\"\"\"\n", + " return len(self.dl)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "03/06/2022 10:43:48 PM INFO:Initializing linear regression model.\n", + "03/06/2022 10:43:50 PM INFO:Start training...\n", + "03/06/2022 10:43:51 PM INFO:Train_Epoch [0], loss: 0.7585, acc: 0.6144.\n", + "03/06/2022 10:43:51 PM INFO:Val_Epoch [0], loss: 0.7717, acc: 0.5962.\n", + "03/06/2022 10:43:51 PM INFO:Train_Epoch [10], loss: 0.5908, acc: 0.6755.\n", + "03/06/2022 10:43:51 PM INFO:Val_Epoch [10], loss: 0.6045, acc: 0.6525.\n", + "03/06/2022 10:43:52 PM INFO:Train_Epoch [20], loss: 0.5441, acc: 0.7176.\n", + "03/06/2022 10:43:52 PM INFO:Val_Epoch [20], loss: 0.5625, acc: 0.7412.\n", + "03/06/2022 10:43:52 PM INFO:Train_Epoch [30], loss: 0.5153, acc: 0.7699.\n", + "03/06/2022 10:43:52 PM INFO:Val_Epoch [30], loss: 0.5365, acc: 0.7412.\n", + "03/06/2022 10:43:53 PM INFO:Train_Epoch [40], loss: 0.5048, acc: 0.7699.\n", + "03/06/2022 10:43:53 PM INFO:Val_Epoch [40], loss: 0.5287, acc: 0.7475.\n", + "03/06/2022 10:43:53 PM INFO:Train_Epoch [50], loss: 0.4907, acc: 0.7996.\n", + "03/06/2022 10:43:53 PM INFO:Val_Epoch [50], loss: 0.5201, acc: 0.7600.\n", + "03/06/2022 10:43:54 PM INFO:Train_Epoch [60], loss: 0.4833, acc: 0.8001.\n", + "03/06/2022 10:43:54 PM INFO:Val_Epoch [60], loss: 0.5168, acc: 0.7862.\n", + "03/06/2022 10:43:54 PM INFO:Train_Epoch [70], loss: 0.4777, acc: 0.8036.\n", + "03/06/2022 10:43:54 PM INFO:Val_Epoch [70], loss: 0.5135, acc: 0.7738.\n", + "03/06/2022 10:43:55 PM INFO:Train_Epoch [80], loss: 0.4720, acc: 0.7983.\n", + "03/06/2022 10:43:55 PM INFO:Val_Epoch [80], loss: 0.5098, acc: 0.7800.\n", + "03/06/2022 10:43:55 PM INFO:Train_Epoch [90], loss: 0.4705, acc: 0.7948.\n", + "03/06/2022 10:43:55 PM INFO:Val_Epoch [90], loss: 0.5083, acc: 0.7862.\n", + "03/06/2022 10:43:56 PM INFO:Train_Epoch [100], loss: 0.4694, acc: 0.8001.\n", + "03/06/2022 10:43:56 PM INFO:Val_Epoch [100], loss: 0.5098, acc: 0.7800.\n", + "03/06/2022 10:43:56 PM INFO:Training finished.\n", + "03/06/2022 10:43:56 PM INFO:Save model.\n" + ] + } + ], + "source": [ + "logging.basicConfig(format='%(asctime)s %(levelname)s:%(message)s', \\\n", + " level=logging.INFO, datefmt='%m/%d/%Y %I:%M:%S %p')\n", + "x_dim = 7 # input dimension\n", + "y_dim = 2 # label dimension\n", + "train_sz = 742\n", + "val_sz = 149\n", + "batch_size = 16\n", + "num_epochs = 100\n", + "learning_rate = 0.005\n", + "device = torch.device('cuda')\n", + "\n", + "train_loader = DataLoader(train_ds, batch_size, shuffle=True)\n", + "val_loader = DataLoader(val_ds, batch_size)\n", + "# move dataloader to gpu\n", + "train_loader = DeviceDataLoader(train_loader, device)\n", + "val_loader = DeviceDataLoader(val_loader, device)\n", + "\n", + "# initialize linear regression model\n", + "logging.info(\"Initializing linear regression model.\")\n", + "titanic_model = Titanic_Model(x_dim, y_dim)\n", + "# move model parameters to gpu\n", + "to_device(titanic_model, device)\n", + "logging.info(\"Start training...\")\n", + "titanic_model.train(train_loader, val_loader, num_epochs,\n", + " learning_rate, log_interval=10, opt_func=torch.optim.SGD\n", + ")\n", + "logging.info(\"Training finished.\")\n", + "\n", + "logging.info(\"Save model.\")\n", + "titanic_model.save_model('report02-titanic_model.pth')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "从运行结果中可以看到,训练得到的模型在测试集上的识别准确率为80.01%,在验证集上的识别准确率为78.00%。画出迭代过程中的损失函数值与准确率的变化趋势图:" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [], + "source": [ + "history_train = pickle.load(open('titanic_history_train.pkl', 'rb'))\n", + "history_val = pickle.load(open('titanic_history_val.pkl', 'rb'))" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Loss vs. No. of epochs')" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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UbC3S54GS+vsQQkj5VghBQUETIAshT5zjuDchRk8ILEMhuyFzLGnnj3srClHhIdKxfhX5bdthKITrRXKyRNZ9Wdq3RQgh5UMhYCC/BouQnJycXljWwXZzH8chOiu1cNx0a1d7yEfYHmDJmuK+t6Ly9txtUq9qlKxJPC5nNv4gUqWhpCz9yNhvwCI1QkgA4Q8LYQBkmrU+G9LHizIIw+JdyE6sD7V294AMw/YCyBS1GLycNxqSoJKcnOyHW8+PZhn9tOGgZCPJaF1QM8k6cVAqJS+TrlVOsEiNEBJw+EMhREMSrfUUSJyXY26BrIe8BOmGAX4slksh/WEZqAI5Brnc8yR8Nh4Sr1KjRg0/3PrZfY1e+0MnY/2ZNbHyRPZoY73Lir+xSI0QEnD4QyGchERZ6xV9fIeOsjq4J2E5GTIQshrb+63PN0K8uppKmgEtakqj6hVk5d5jUr3HSJHK9WHXLIBWGMV6BEJIQOEPhbDM4SbqANnp5ZitkCbWejxkF2QSLIUOkBCsD4Os8sO9nVcrC22Fraxf9K1knkLGkbL4HdNtRAghAYI/FMJXkJsxsL+M5XDIOqw/53HMBMhA7NcR9R7IvyHPQCZBVkIWwVr4yQ/3dl59jbSVxaCIjfJK8KsyJvNBOVUZxkuFWBapEUICimJvXYGBPAUDvQaWh0BestxC+d72sQ9RWUEeZz4SrUyjMtfXSGMJqbUOyv3775Nbb7xZFq8MloEbnxK5GJK4nK4jQkhA4Jc6BAz4RyHTLGVQrvsaqTJQql7yV/klvZXRFntgnWxESaqJbJudV6TGFFRCSDmHlcqFZNWeY1ItOky+WgFDpn5Xkcw0Qwl89u10pqASQgICKoRC0qF+FTmVniVzNydLcmx32dD7VcnB/su3wG30KTKOrv+AriNCSLmGCqGQqOvomaFtjSK1B6etlJHzq8qJGp2lwnEkTLVBUhRbYhNCyjlUCEVgeHx9iasUIfO3HJJHWhyQSid3iGiW7AokRzEFlRBSzqFCKGIaauqZLOkZvE6GrHtU1vZ5TaTrHSJZGSLTbqFSIISUa6gQiliT8M5NXWRwpUR5MvwhueXnSNl7yvoJG/Y2U1AVZhwRQsohVAhFrEno3TxW1jYaJd+daC4jezSQ5aGdRELCJGvzD/K/072YcUQIKbdQIZxHTcL1XepLSJDIlyv2ypVX3yCbuz0vwdkZMmzTw8w4IoSUW6gQzgO1Eu4e0FT2Hk2DG2m5jFjcSFKrtpJKh1aItLiMGUeEkMBWCEFBQcGQStbMZtqHKMafN1bW+fOQFlIlKkxmrE2SR1selIppB+A6ikDG0RSRzd/nHch4AiEkAC2EadYkNuMgf4S4ei7JxTsOS3pWtpFxdPG6R5Bx9F+RIdqfL0fk45tMRaCiRWt1O5f27RJCSLEqhNicnJwfsWyO5UjHnAeuzTh6c2Rn6RGxS8ZVflxumR0pC2tcJ9L+BhHEE2TmI4wnEEICViGcgJtIW1svw1JnM9OOpa7OONLJc6T3AzLpQEN5/LKWxn4Z+oZITG2Rg+tFOt3MeAIhJCDbX2u76tawDpbrRDZYx6uwezOObLJyciQsOEgSdh2VF69tb7iJMtNSzR92yXiRZoOpFAghAWch6LRhWzWojGU1SLZ/bql80aNJNQmGQvhs2V45uu4nyfj4Vrkn60E53OBShBPwE027lRXMhJByAYPKF4jWJrwwrK1kZufI9BnfyZiM+2TUyJuler2LRDKhQ1nBTAgpJzCoXAxc26W+tKwVI/93+GIJbdrPLGBrfgkccmEim2bA0TaUGUeEkDIPg8rFlHV0ICVNKkaEyIw1STLx1x1m3GDYeMnJyZIj7w1jxhEhpMzDoHIxpaC+gRTUk2mZctfkZfL09PVQDqFSt2ofCZfWEn8KGUecM4EQEkAWQiYkHkFlLUzrCkn1zy2VzxRUdRNd0qaWjBveUYKw/6lv1skHUyZJh4j9ItFIT12HjN0N35X27RJCSLEohImQWhDty1DX2nY9zqZ3ytBOdaV/ixrSPnO1vAzdGTbiQ5G215gffjYqL+OILS0IIeVYIdTLycl5BvID5Gls1/fXTZV3F9KqPcekU/B2uTv9PlmY3Vqk5RUiYZEiWelmryO2tCCElHOFsB/uoscggyCPY3ufv24qEOIJx7qMkd+gDMZMWW4qhRFTzek2N0w3axOu/4AFa4SQcqsQ4O+QFMi1kGPWtlegMCZAFkKeKOiC+PxNyFVFPa88xBNu7NZAMrJy5KoOdcyWFk0HibQfLpKB0Eut9lQGhJDyqxDgJkqHvAEZA3lTt70dh8FcHeYh+LwXlnWw3dzHcX2xqIXjphflvPIST1iw9ZA0rRENq+Gw3NmvieEmytj4gxyPRPhlx1yRTY4W2YQQUh4UAgbmXyCzPcTY5+OUAVarbEWP6ePlmmFYvAvZifWhRThvNCRBJTk5+Vy3Xqq0r1dZko6nydaDJ2Xjou+MlhZaxZzacLDZIpsBZkJIeatDwBv7wCJeMxqSaK2ri6mZl2NugayHvAQZiwG+QWHOw72Mx0JF4uPjMaqWXdRSeOPGznLbB0tl/twfZZzV0qJOMB5768cIMGdBHS4wD9Y5EzSmQAghATaF5knHXAkVfXxHJ8h4DPBJWE6GDCzkeeWKAS1rStdGVeWF45dKWNP+pjtJK5ivHCeSDY/btl9YwUwIKTP4Y9Bd5nD3aJvsnV6O2QqBY90gHrKrkOeVu6yjLXAZRYeHyHdr9suMNVZiVqebJLVKC5G9S0Qu4hzMhJDy17qisOgkOvPhBqqDJUY7GYH152ANODOHJkDex/4RWGo84Tprwh3neTpdZ0CkoO47eloe+my1jP1ohczffEh6h66XPsf2SVZwhISsnCIbK/WUOSE9zXkWtEYhcTlU4wOl/QiEEJdR7AoBA38KBnUNEA+BvGS5hVZ5HHPCmnAnHx7nIVez/OJMQVXW7UuRiQt3ytF1P0vPrP/Igs7/livrpknOt/dLs3ljpUoz6MSFMIwWvJwXT6ByIISUIEEYeEvw64oPDSonJCSU9m0UGv2dB/1nrlxy9GNZk9NElga1lSvb15F2G8bJ7WpURVYVSTsmcsmziEiPzatmZgEbIaQYwYv3MoxH6qovEZcR8cKi7Yfl2Kl0Odj+LlmGeIIGb75ckSg1+j0KF9EeiIZQwI9Pwpz4WuTodioDQkiJUu4zecpbPGHcDR3loUsvkvRMcwbSzb99JxmHdoh0Gy0SjuSqmFpQDksRch9oZiQRQkgJQYVQwvEEVQ5vzdkuj1/eUi6L3iyvBL9qFKwtbPEI8lQfQ2gdIZewCiLr4UbaPrckbo8QQgyoEEq4pYWtHP7Ur6n8sekxuTt9rAy49Bo5tOYnM6B8yXMiTWEdZGeKfHJTXrtsQgjxM1QIpagcmv3+CVke3E427D8hV8cmmQHkXveK1OksElVNpEoDMwVV4fwJhBA/Q4VQiny0dLfEN6wqX61MlNPdxhoxA3UpfXOknkjmGZEDa0Xqd+P8CYSQEoEKoZQb4K1OPC4n0jJl5tr9ucHn2HYXw1r4H44IQirSnXnpp2oteLqQaDkQQooJpp2WIuo6euemLnLThMXyf1/DGgDjb4m3XEpD5GjtPlJ1/3yRSnXhRtL2T2Iqhz4PmjGGunAtsTEeIaSYoIVQyvRqFisDW9SUk2eyJDU9S5JT4CoCa3+dLrJ/pZyo1lYkJVHkv1AIYdEIOA8W+fFvIove4MxrhJBihQqhlFE30Yo9x+TK9rVFi8bv/2SlPPyv16XOrLslcchbEnPfryLxt0tOarLIe4NE1kzDXy1MJPWgSNVGrFUghBQbVAiliB0z0DTU12/sLK/e0FGjBlL12FoZm36/7K/SzTyu1d9ktnQ3T2o2RCSykkjtjiL7EFNYPqn0HoAQElAwhlCGGuDVqBQhFSND5buo4bL36GlZOCnBsBzObJ0rb0RsEWlxA06aZtYqnEkRObhR5Ns/m+mpTfqzGR4h5IKghVBGahJsa+Gdm7vIgkcGyQvDEDsAh9b+JOOCXpGwEcg6qtnaVAZawBYBKyE4BMHlDJGVU5maSgi5YGghlFFroVFstERHhEqHrO1y15mxcnd2a+nVx+ptVLu9mYI6YorI5GtFNs0U2fKjyHAoDfY/IoScJ7QQyrC1MP6WLhLS9wGZn9lK7p68zNhvoIO+TqCjLS7aXQ/30XGRCtVEGvY++8ILXmHtAiGkUFAhlHFrITQ4WKLCguWiuBhjv6KK4e2528yBfusskWrNRA5vFfn0trML1uxaBbugzZ5nQfcTQogDKoQybi10b4I3f+QeLd15VPo0i821HvqErs8rSrtqnEhIuMiGr0UmXAKN8XreoK/WRG8EnqfAkpiN+AMn3SGE+IAzppUDZq0/IKM/TJAqFcIkMzvHCDz32j/ZGPAXIraglsNd9fZg0L/WrGBWut8t8rt/iMz/j8gvL4jkZJn7+z0sMuhvpfcwhJAyO2MaLYRywJDWcdKjaXU5eipDUs9kyqETZ4wYgioDtRa0J5I0HSDSc6x5ghauLX5L5B/1YBU8KxKJz4NCzAl4Et5jS21CiFeoEMoB6ibatP+E9GseKzAQ5L6PV8rAf/1iWA25mUmIDWQk/E8SGv4JKakxyETqJJJ+ElYEXgSCgsx0Vd1udbXpNpp+P4PNhJB8UCGUl2rmkZ3kwzu6G9XMwRjfdxw+BWshS+ZtPiRZ2+ZKxse3GjOvpesczX3/YvRBkvY3iBxcbzbD63mPSPXmiFh/KnI1YgxQLIZi0HiDnYnEYDMhroZ1COWwmlnrE+pVjZJNSSeMbKPIJTNkrYyV22+6WXoFr8+beU3jCZ1uMgd6rV3oBZfS9PtE1n4uctk/RY7tMhvlVawtkpFq1jXYdQyqILTWQdNbCSGugAqhHGQc2TirmY35mbceklsnLpFXTl8ujWOjpWeT6iK/Ljczj5wFavZcCjq4qzJY+5nIuq9gJWSaFc8n95sxhozT5vG2tdDqKnPdeS0qCkICllA/RbEnYNEKMgPR7Oe8fK7fu90SZSyOW4P9K7BuJtuLPI99s/xxf4FiLWgnvMiwEKlTJVx2HEqV//y4SR661MsbvQ7o9qB+1asi4xGATjsmctFlInuX4DPtgzRX5KMRiDl0EUneZFoLCudfIMQ1FHsMAYP6NViEYDDvhWUdbMNxfRbwX8hHOGaAJaoM8Hormxz7qAwK2fvohq71pU7lSHnjl20yc83+/MVrnhzfY/ZA0vjC5u/N+MKt3yCV6RlYDNlQEEtFMmEpaC/uRn1FWlxuupW24M/BGgZCAhp/WAh4/ZRp1vpsSB/IFo9jekCGQQlorwU4suVWiPZ37oV987FMgfwBSkGXpBDWwjtztxvJRE9+vVb2HDklb8/bbnxuKwejVqFBYv7pOO1GeRpf0BnZwpGdFIx3hDQYaZOh16OqmfMuKLsWmMqDvZIICVj8kWUUDcHIY6ADepyXY/AaKv0x4KuygO9CLrfcR4OxD6+lMgeCkSs/UBajIQkqycnJfrj18mkt6PKtmzpLRGiIHDqZLi/M3Cjt61aSpjUqymNfrJY7Jy0zaxVUCUAZaP3C21mID/S611QOaz43FcUfpoo8vAOB6FvMgLQqg3rdzDiDsvidvJYYnNuZkIDDHwrhJCTKWq/o4ztWY+A3fRsiGyHNLYWw1WNfPnDOeK2wU6lRo0bx3nU5R5XCH/s2NtZjK4bLHKSj9njhZ/ksYa/h/THwLGZT9I2/WuO8QLThTrrerGWIa2+6kPo/LNIQujskzJy2MxiGJfsjERJw+EMhLIPom7/SAbLTyzGT8JbfAYLRR4ZBVkGeh+C11eB6ax8pJOoWmrJ4t9w3qJlRvHZJ6zij1CAL2iAtI0tun7hU/jlzQ+4MbbmBaUWzj5zppjrYj4C10O5ay600DtHrGDMQrYVtaj2oAvnoDyLj2ol8PDJ/ZpNtRRBCxO0xBOQzynwM9nWwRBqLjMD6c3irf8JxDCKYghHHmDHyG3z2E45Zp+di+QKWiyD/88O9BfxUnDrQx0SFygvfbZRhnerKLxsPSsf6lQ2L4S3EGa5qXzufMsiNL9jprZZbKV9mksYY1K2kLTE0ZfWK/4h891ez8llF9fr+Vea5aj1oXEKvoTBNlRB3N7fDoF4ViyGQebh+UrF/AYiPj89JSEjwx6XLHZpNpC4gozbBUg53D2giWUga0v0aQ8jARloGdoCHLrlI7h3U/CxFck4S3jen7DSALg+NgFsJFkKihoRAGDyEGVAQAx6DPJq/nqEtrA3WMxBSppvbsdtpACsHRQd9VQg6N3P/i2rKPVOWGS4l3V647XDhlYGNuoc2fgtlgDDRyGnmIK8pqeo+0uk8bWJqi5w5aQaqC6pnYNYSISUKu526NPtIUXeQ1ir845r28ru2tWT8zfGGn+7b1ftlRNf6RVMG+sa/e5FZyKYBZhu1FMKizP2RVcyeSSf2m+6kY7vNQV87sf4Ir+GexVQGhJRR2NzOZQqiQkSI0QtJeWfeNlmwxZqWs6BiNsV2/+hbvRayaSWz3RzPCEJPMff3+6s5e5sqBw1rfz1G5OU2Ij8/ZW5vmiFSpaFZ9GanrzqD0AxIE1JqUCG4COdczTf3aGjEGG6buEQe+3y1vDt/W7501LOUgzPYrOhSt7fPydtvDOZWY72mg7D/Q9in+CeWshe5sC3MVFZ1Je3DtcZDYdRsY7qgVI7uyD/Tm0LlQEiJwhiCi+ML905dbriOdM7m0wg4P35ZSxkNi8JWHJe2iZOrOtQpOCvJiT2HszP9VAf7qo1EktaYiqLHPSJTrhPZ9jMOCDKtBlUaFeNMN5PGGXRCH2e2kq1sfv2vSO/7zG37uxR7v2I38fM83oZZT8TlBDGoTLyhGWa3TVyKlFSz6lvnWWgSGy1JKWmwIswkBCNjqX8T+RUB6N7Nqstbc8yWGHZGk0/l4HQxeaaj6gD94e9hXfwiUgsprZlpIoc2552rCkHbZwx51uyvZJ+rysJeHtoisu4L83gtnJv7krne9hozhpHveGRGpaXge+GmYjCbuJygAhQC21+7mEXbD8vqxONy78Cm8sHCXRIKjbA1OdV4b5+zMVnqVo2SKlFh8vyMjVIpMlTmbkqWx69omS+91e6XdBa+6hl0v5K02pzfefHb5rauLxkvUq2J6VJSfnrK7LGUuMy0LrTVRkqi2WwvvBKC1larqx+fNJdqaWyDkln2P5GLnzKPP7LdDGYrWmCn+wtrMXhaPOc6npByDl1GLsWzBkFjCFrM1r1JNVmy44iRmmpbDfWrVpBdR04Z2+EhwXJzzwby5Yp9RU9Z9bQcFHUpKRqU3r/aHLzbDTeDz3ajPXuwj6oucirZCn1lm9aFZjhpe424tkhzTTGzmswTEK+oZbqhQiNNK0TRdNkbP4Ep1D//vXhLfz2XlUPlQALMQmBQ2aU4u6WqclBXkL79D2hRUybd3h0Dv9oJIkM71pETZzLlzn5NJBKxhkxEoics2Ck3ditiyqo3y0HXVRGoaCW0HZCOa20Wtqmbp/mlSGmNNoPRqgzq4I09qoppURzdac7doOuqCE4fE+n7kNmMr0oDUxnU7ggtVsHcr8pDW3tPhcL5+blzu490/8VPw701VGTpe6aysju+cspREoDQZeRSnH5/z1baqiAiwkKkeVwF+QqWgCqKP/VtKrEx4fI8rAhFlUKvZrFFVwpOV4tz3ako7MHWngZU9+lg3GQA4g5zzf3qfrLdTRpzsNE3/6iqZx+v7iO9ztQbTKUw/1+mJVJQgHorAt+rPjYtA51HQvn5aXPqUZ15rjgL6+ieImUAuoyIT1eSKgp4iAzrQVthGEsEmMfP2y6HU9OlYkSovG1P51lQgPlCBkdbOeibuaa46iCvloTdDsNzEFdLY+P0s4+3B29NbdXYhF1VrYHrOh1N15W2cen/V5F5/zaD2eEVTasj64xI69+bEwplpeOzLJEGvURun5l3zxfqPvJ0X53LnUWIH1xGVAikwNRURQd7VQKj4TbS/T+sS5K7Ji0z2my3qlNJ+jaPNZSFnaaq2MrhghVFUd+cCzre2TJj1yJEzrWPIqjeTOSw1lxo4CTI8X9HsKkYbAtDlYlaHqoo0k+I1OsKl9YQ06XlqaTOJ/1V9027xbzGui8LVgYlYVHQaglIqBBIsfPG7C3yrx83G1lIx05nyB29G0Ex1JCxH68wq6BhOShFap7nbzwHOE1V/UW7rouZ3VS5vjm3dI2WGPBTTTeRTjV6zfj8lopaDJrNtHN+Xi2FHqfV2TMfNvdp+mvsRWenyzp7OXk2/TuwzpzvWq2Q+DtErnzZ96BsW0L+tChotQQkVAjEL4yauETmIBXVGy1rxciBlDR5Y2TnsqEMvGG/kXe5zQwaK93vyotN6HrChLwsI8+BefJ1iDPMEglBFlOWlcVko1ZDRqrZykOL8dSyWIngeQwsqDMnzm76p+m0y/A9GafMduJqmfzhI1gj0b4bAxrn3ypStYlZx6HBeWdRYHFYC+u+FvlyNH4jfM+az+jCCgCYZUSKHdsVpBPyVKkQJvENteO5SLdGVaVV7RjZmHRCIkKDpXODqoYbSo93tsMosG9SSWC//Q7/UKTpwLz9zgC1FrLpwGu30/B8S9d6Cc1wisCg3XSwuf+iyxC3GGQqA2UegtcvNTaVgXJin+lu0sG1AtJo215nKgutwVBloAP/pc+bVscniGto/m+X283aC52LwmkFaMaVptEmJpiNBDWAnpme92zaDqQwU506p0R19pfS+o5ZT5opuzp9qlot52N9cMrVcgNjCKTYahh+36mu/LThgHFMkxrRsmrPcWkcW0H+fmWbXFeStt3Wzwpd8ewvnK6YwrTBcL5te7pS7NhCe62fmJlnXSx9V6RSPbiC1pi9nXQSIU2jXf2JGZj2pMUVeZbDzEdMS0UHfM2KsomuITJmidld9r0h5rX1O9TCUCUSEm5mRWmthXKugLxt+WhQXQPn7aCgPrkJiijLnE5VrRJVVIqm86oV4rSWnL9dYX+vshowX+COQkS6jEiJTMizPTnV6I1kxxCmLt5tbGtJg77oBgcHSePqFWQbjrNTWYs8SU9ZGzicsQVnOw1noZ2mwjrTX/UcdTdpLEKvoYqiM66xcnLeIKkZT+8OMq2QuDYY8PeZMQltHx5VDfGOema1txbdjfzU/IGn6jVhISgtr0TsAwppzotQWK9CadQ1lUaXUWasY/r95nE3TDZrOX54zBz8nYRVgDI4bVZ3/4pnDtIs9WzfLUScbUM8lU7NluZ83NoeXRWMU7EUVhEX9W9jU9jr7CgBxVUGlA4VAikR5WCvK/Yb/43v/mZMxNOsZkU5mZYhSSkYBEEIlMOQVnGyZOeR8qUMCvof3F4/V/qr4tn0z1YU+eIDWG92MX7MaXnHzPir6V5SbGVgD156Ta3P2L3YTKu1s6R84az+1phHjRamAqrXXUcNKJ/f8oLqdgBeFY1mV6mLSt1hqgDUNaUKTM8/uCGvTsRO5dW5ufX3UFeZohbMiI/xnRF5ler9YRHN/efZiqWozQ2dv7uvAL7zXE/lU7ezGVfSzLOktSKDnjB/9+IavO2/8bDxptW4a0HhlU4xKRMqBFIq2G//N3VvIBMX7jT26aQ8U2A5aN+klLRMI94w476++o/Ua4qr81q+9pe4u6kwFCY7yFc7jHMd88nNIhu+MeMXg/7m/c128rWmtVA33pyfotufzMC5Vm5rU0Ed1LXG4vAWU+l0Q+D4q7vNOIG3oLrOX/FOP1OBqXViF+oparFoFbhWhmvzg9Awc2pVVS62QtJAuSqwmq3NKVdVGem97F9pHqPWiFpMaoU06GE+g12YeM7mhg5lYlhmq8z4h8Z19q/Ir2C9tUxxftagp8irHUxrSucQD8M9j5ia/+/gqwamsJbN+m9MpaPPrNz4ceGspWLKLKNCICWOZ/M7ncbTdiWt23fciDloHUPyyXQjED2wZU0JhW8pXxGcY15o2y1lxx66N64ui3ccLt/uJhvPAaSgY3S/DgI6cPvKgLKtBU8LxFesw1YA9uDoa7CsgN/47T5m/EPdWMf3mYrGPr/d9abbSwPbGs/QjCrtJ6WKQWMeN1pTri58La/hoLqyNC6iikGtldOH855ZlYZOpqQtSgb/XaTvn00XmIo+bxLSdPU9oj4smt2/meuaMqzPbCsiPf8uvIVHVjLddh+NMCvZTyabjbr0c1VkOug3VmWLgXrD12Ya8tFd5rOqIlMlpecPeFykYY+zLRv9PlUSdqqxr35XajHpPei0s3YcqcXlZvxmxkP5r+nNWlK02l7vO/XgebmzqBBImXElTV+1T35Yd8AY3DOzcmT2xoOydOdRo5uqWgzXIDB9Wbva8sGvO4yW29HhIUab7vdGdc0tihszxeyGqjO/vXVT/rRWX4V1BVkR53NOqVAYH7dzn/Ot1tfbtQ762oZj7Rdn+/W9ulNuNYvxbDeW7Ro6q0Hh9WZlt6Ida/etyEuLzXVvWRZCPsWEAbMFMrU2fGsO3EawXPKC2trA8FyokkmD9VMFCvEglEZkVbNF+pJ3TOWi5HOnQTH0swZjdYOpZXDzF6Zi00wvuzGijb7ZZ54xg+6V6uRdU+Mj2ozxkmetoLwXi2LJu6Z1p0qmbhe45Zbkn4tc70vrYQwLLMjsyaXX12tqq5Uv/mTWyih94T4cbCnWIkCFQMoMnoOvDvZXvb5A1iae/T965ahQOX7aDHRe3aGO0WjvL9NWGYVwSlxMhMx/ZJCEI731XK03Cspo8gxsl9lA94VYF77874V1c/hSNM7Bzum/91Q6ih1894yleHX72IoFgfLNP5hWxBGkKdfqYMYsOsFttlxn5BPLWno/L+13jY+Yi+HOijDrQjQDTFHls/pTM1huD8gj8RzN4N9X1KqajWu1GWoqKY0tqBKLrglr5ojp0qrdwUxX1t9I0d9GXWMa9O9+t5m+/CUUXna26RYz2qJE5/0udoKBKojUZLNRo7rl9OFs15y63PS6elwInqHnPebz00IwiY+Pz0lIQP41CZg4w6TfdknH+lXkl03JcjXSUxfAQriuc115/9edkmn149ahPwpWQ71qUbIp6aSRxvr6jebgZg/2qnDUiujYoIoxr0NhMpqmJeyRx75YI8M61YHVklz2lEF5U0a+lM75BIZ1IPTM1nJaJucKSH92u2kFaQrvSCgLxWnV6ECts/hlZ5gD+GUvFi292HaZdcXb+5K3TbeQnaqbjyBT4aj7TIsOndaSbUV5XjPeKppUi+LU4bMTCYo5hsBup6TU8BygY2ARaGyhT7NYmY50VXsgH4D4wqj3l0g6XEzhYcHy7q3mv+VbsU/TWk+kLZY+Vj8lvVatSvifBvyCgV15ceYmmQU31ZaDJ71WTp9KzzQC1llQOp8tSzSK7agMPPBmOegg5ByIfHWytY8p6Hjnfl+dbzVbS5e2ZWK/Yasysdf1XLUMnJMx6XmaamsPuHbbdXtdlZIO0nV6mdZFy8vN7/a8D7s9u1o/3goZmyKTrEI1U2mo1aTdcnWeDs0k0rk7Th813/jVQnE+m2fsxnlNDfirNaLX1GvY7in7N7MttiLGEXzBwjRS5uoZft2af7pOOyhdrUK4HDmVbgSm9Zw5mw7K7R8sNV7I1H74XZs4iW9UTf4xc4MRjG5XtzKUwAmpAIviSGqGdIL18eWY3vm+u2eT6vKXT1fJF8sTjcwntUQ0nmF3cSWljL/rCgpbe7CgEIWMviwbT4vCWzJAYa9pJxVcQG1EiccQ8IV4YmkFmYHrP+flc7VMtluijMVxa7D/aaxDPctibDuSf8+GLqPAwldg1w5C+/Lv//3rtfK/RbskEnGEtMy8nPv7BzeTPw9pkVtF3Si2guw4dEqevLKV3NGnSe51rutcT8bP327EIXRSoGwohNZQJFpk53QblZvAM/E+iJ9PRlefItYaOK9lK5aC4iklWHtQagoBXwYnnlyN647C+ptYH4f1LR7HqCq8AfsfcezTG1RHIGwk0f0J+PwnX99DheAOChqI7XRUjT9MXrzb6Kf04/oDRhxg3A2d8lkdp9Oz4RbaJqlnsmTCqHgZcFFNeX7GBpmwYIehTMIQfX7nli7y+uytRiHdv69rL9+u2W/UPXhmRzlTYe2W31QUJB++LIoLqcIuJko6hgBHmliRG5kNQeKy5FMIAIm8Mgw3pvY7kn0FuWyiKvBz3GgO9qsigJNQ8ikE7B+NhYo0aIB0LBLweHv7tgdfb/GHYUhbnbs5OVdpON/yY+AKenr6esOqqF4xUlbuOWYkqahlYRe8pSCDSRXC9NX75E58t10/8c9r2klIUJAxY9xlbWsZMQfbnaX38dqITtIbcQzP+gviUvoUMZ5SRvCHQkA+ldjJw5pLiDyts1gK6Y+xfz8G+TcsN5Get81xXpznSThe88fG2xZCMd83CYA5ofXt/fr4el6ziW7r3ViW7TpqBKIPnUw35ohWy+C2Xo0MC6NH0+ryu7a15ZLWcYalkXziDCyKTKNN0D24ns3MtUnS/6K86UNH4fybJiyWuEoRRuCbGUqkvOIPhXASgpC9QUVIXpJ4HqsxuJtNbRAygTQv5HmEnHNOaMWuQ/AMDP9neAdJh0WgA74qBDtArcrAViL/d1VrpL4elPX7T0jdKpFSLTpC1iQel944ZjWW2UhTnLv5kNw1KUEqRoYhM2mvcW3t0zQYGVHOYjy6kkh5wh+D7jLLTaR0gDjypHKZBMugAyQE68Mgqwp5HiFelYPnwK/b3txNaiEkQHRwV+vAebytRHYfOSUxEWFG+qlWT+88nGrEJdSVdB+C1b8+OlgaVa8g3yOmoMogDMHomIhQo5Du540HZfJvO3NjDBrUtueD0G27YtsT+xgnpT5nBHEd/lAIX0FuxmCPpF1BvpWsw7pnptEzkEkQrVtfZAWPkawrnXDsq1g+CvnID/dGXIzTvz/lTz0M60C37YFYlYI9kL8+spNhNdhEhoUYLil1Ta3fnyI/Pdhf2iMbye7cqgHpf13XwYhJPPnVOqNf0yBYCxpz+GTpbiMW4bRiPAd7+3vte7HvdReUERUFKSn8lXaq02cNgczD9ZOKcJ66jK6ALMd5dkqqV5hlRIpKYdw452rn7Znh1KpWjOFGsl1PUxfvkse/XHv2v23ITT0aStXocAS3Q7y201AF88cPE6RD/SqyKelEvqC1ZysOO7vJ270xDZYUBHsZEVKMnKv30ZNfrZFJv+2WgS1qyPLdx4x0WI1JWN03DNQF1SS2okSGBxsD/MuIbXy9cp98ucLMxxiAcz+4rVvu9909ebk0qBaFWEaK3Ni9vnRvVF2eQLaUospI8QykM45BqBAIKQO1EZqF9NWKffn6KI2auAQB7ZzcIjrtvqxK4vJ2tWT/8TRZAeWhVIwIkZNnsnKL6L5FCux9H63Ip1Bsq0NbhreIi5FdiHuoYrDvoaDaCWZBuZsg9jIipGRrI3RgfvyKSsbbf5s65gAdERoCa6GybET2UnyjGFmw9bCR6TRjTZKhHJS/QYE0huUwGq6jZ7/dIAk7jxpproqmwy7eccQY2OdvOSQNENjeC0Wwdl+Kcf7R1HTjM41XqCv4noHNpGP9ykYco07lSElNzzqrXbgntCrcDZvbEVJMONNf7UFXlYH9pm7HGex2GnYRXa8mVWQ2XErqRlJrQnnpuvby0Kerc5XBo5e1gCJqlu/cnzYckArhodIWSmARMqDGQBm1rVspt3bipe83GeeqRbIPFkgElpWQJmvjLebgtCI824f7OocEDsz1J8TP6a8Nq0d7LaJrgYC0unM0vmAqh0O5GUXXdakvw+Pr5cYbVBk4z1XLwgCWwVikx75yQ0fDStB5JeIqRUq3RtWMj69sV1sqICVW6yPOwE017I1fZZ5Vye0tDVbv8dURHWGhLJNftx4ylI/eoyoBVUbOc5gWG3iw2ykhZaDDq6ePX3H2abLf2H1lQNmuorbIVFqLrCfl4lY188Uxxs3aJK/+vNX4TK2FiToLXTPzWmoJ6D1c16We3DNluSyBa8pGp7vWyYi08G4kAtrPDm0nv1nTlxZXLye6qkoOxhAIKUcV1p4dXp1V1PaxnoOtfm5nG9n9l5y1E+q60u6v2sVV55pQa+GNX7ZKpwZVDWWglsDtvRvJVa8tkIMp5pSRvfC92u+pesVw2XPktLFvyuI98v3aAzg/S8bfYvZH86bUVFGoYiisovAMeJdGT6i3WV1OC4GQskZRBybn8fZ6QbUTI7s1kHfmbZd0jOBaXa0dYKOR2aTTlUbBFZWWkZ1rVdgxi9/DpaXzT9SuHGUU5ql7auJtXaVf8xry109XyWfLE6VmTLicSj9bUTjnt3DWT2iDQLubrN5fWyitPyGYrllWeg9a7Ocs5PN37GJheZlK1Y8WAl1GhLgAb4OdzjiXkZUj9atGSZeGVWXv0dNGWw9v7cP17d+2JFSxrDICzkFSLTpMkk+kG3NJaGM/dS9pTcWwTvXktZ+3yMuzNhuBbo1t3D+4uTGt6Vik0CraBuS/6sJCAPz2Po3l8+V7cA+mdaJJVw9depHcM6CZLNp+2G8Ds6fyXYhnvhPxE83g2n8szahYDyRloFAhEOJyvA58cC3prHIbk04Yg76+wfuKWXgqhyMn042JhZQucDttP3RSujWuZri6nLUUBWErERtVAhGwUNTqmLX+gDELXoNqFeREWoYx9WlBMRTbErKtjsJWozufKz0zRw6fPGPM4a10x/N8cmfPYvn9yxJUCISQXOxB0H7jtt1CziK6c1U96zHq3mlYLVo2wIVkn6vxj/s/Novo2tSpJLsOn0JwO05mIUW2WY1ow7Lo2qiqYZlofKIDrhmE/1buPWZkTr2vgW58x/wtyXLbxKW5U5rOerC/bEs+aQ7e/ZsYSkybC+r8qf+6vr1UqRCeO7DbabK+Wn14FuxlZWfLv37YLNHhIUatBvSU1Ici2ol7H9G1vrx4bft8v51T6RTkoitu91ZxxTgYVCaE+Axm66BozyXh2fnVWxDbVhjvIlagxwzrXCc3cK0B6Gikueqb/fp9eYrCs35C0W6yExeab+N2a3EbdUdFYYDWebS1CnvIy3Pl0ctaGe3In5+hHfPzGDNlhTEF6vu3djUmKWpWo6KMgjLRzNzU9Gz5y5CLpAuUkB1s1+B7EygnvZ/GsdGwblKN/alQBuHQIB8gNqLB9n4vzZaPl+6R2Ohweeh3LfNZE7r8+5WtpWlsxdzrXtm+tvGc/qrbKInAO2MIhJBieVN1Zkc5387tt3ZdapaTTlCUL4bg0Y/J+Zav3/Hs9HUywXLjqFupDpRCIvz7WlsRBkXwvVW81w6xihu7N5SXvt8oR09l5LvnhogJ7EOMJBiKpmujakZcIsvqBVK/aqQRUG8L95nOe2EXEO6Aorh03FzJwHHxUBAbD5wwPlM329ipy2XO5kP5FNhFNSsalsvjl0O54tLerBPPQHpRLQo9VmtE+kDxaWrw+cRV6DIihJSaovDlYvE1OHqLA4yZsly+W7NfhnWsI3O3HDJiHbZ1oTPW6TmaSqtoBpSm3P4RgeoPcEyNmAi4m1Jzay2UynBD6UCvDQi1dYgvd9ksxDK0jYiqDnUljcY9frNyn+w7BuWCbR34W9WOkUOIPWhwXdHAehO1PPCdel21nGwrwpcSLOzAvnz3Ubn+rYXG9947sBkC7y2K/HeiQiCElFvsQdrZMNA5yNoDq8YcVCk4YxHOtFl1VWm3f62v0IHedpM523P0crQjtxWUdprVCZE0/qFoqm4GvifEmn7VVkxaWf7xkj1SKSrMaFao6DzcDWMrGPNaaKxELRVdV1tHr3kg5YyRXutsSuhUlM71uZuSZeqS3QjWZ0pXZIVthcIpbguBvYwIIWUW5xu7s2GgumFsRWAPphpHqFUpUo6cSs891271oW/r9tu7xjnsgj17QFUFs9qKmdhif7fdEPBnKJS7Ji8z3EuqdN6zvt9WCIMRPK9VOdJQQFe0q220JImCpaLfXR1xCEUtlaoVwhBUzzYGdHWB2TUY6grSpoR/7Ns4n0Wh69nYr/GNk2mZUgGxlQcQF1GKOx2XMQRCSJmlMJk1nm4ee9vZVuN8soHe9pGqq4FuVTrnajdu123Y1onitCh6N4uVHxD/8DVFmSqLinBtnYASsLe1cPA9y/rx9lsUBrqMCCEBi+fArRR36ufCQlQxO+/D/vxcgXS1FO74IMFIr+2LQLH2mPppw0FjUiV1DWmQWlNzdf+SnUeNzKwHLyl63MAJFQIhhJSg0nnbRzsRz0C63ZSwnZXh5GlFeK7bRYMX4iJiDIEQQvwwKVIvHwOz83jnuufx3poSxiBobeNc74FguIo/+ysxqEwIIaXAakeBoFoRtmJQK8Lbuh6vysWzaLA4YVCZEEJcRFABaaecMY0QQggVAiGEED9bCDBJJkAWQp44x3FxEKM5OpahkN2QOZa088e9EUIIKSGFgIH8GixC4KPqhWUdbDcv4PB/Q6Ksde0x+xHOG2DJmuK+N0IIISVrIQyATLPWZ0P6eDsIimIQFlpPnmRnVUGGYf8CyBS1GLycMxqSoJKcnOyHWyeEEPfij7TTaEiitZ4CaeZ5AAZ0bezxf5DfQ76ydi+F9IdlsB+fv4H1yyHfOM/DZ+OxGG9dIxmy6wLuU3O28vrXugO3PbPbnlfhM7uD2Av4t92wJBXCSYcbqKIPK+RRyBsY4I9hULf3rcb2GWtdZ8AoyNWkyqHGhdykWhm+Uq8CFbc9s9ueV+Ezu4MgP/3b9ofLaJnDTdQBYtZd5+diyBg81BwsO2L5HpaTsOwACcH6MMgqP9wbIYSQErQQ1AU0HwO7ThF0GWQE1p+DNsvNOMJ6P3tdlQK2/4hlW2xO1V2Qb7DvJz/cGyGEkJJSCBjIUzC4a2B5COQlbCcV9LavGUXWci0WebNZ+x8jFuEy3PbMbntehc/sDsb746LltnUFIYSQ4oWtKwghhFAhEEIIcbmFUNjWGuUZPFtlyEzILMiXkHA3PLfi0RLFLc/8JuSqQH9mPFNVyAyIJq687YLnjdNntdbDIN9az3q7r30XgusUQhFba5RnRkJexnNqcF8D+yNc8ty5LVHc8rfGc/XFohaec7oLnvlmyGQ8nz5zDJ7v4UB93iAoPyz+ZxX7KmMhCdazXonPY3zsO29cpxAK21qjvIN/IG9CZlmbWsR3kxue26MlSsD/rfG8YVi8C9mJ9aEueObDkBZ41ipY1oc0CuDnzYLcYHV8EI+/7UKIFqZ523feuFEheLbWiCvFe/E7+B+nJxb6prEn0J/b0RJFK+Hd8re+BbIe8hKkG2RMgD/zAohaAfdZHQ0iAvV5c3JyUiDmRMu+/z0X679xNyqEwrTWCJQBshoWr0Fud8lz57ZEsbbd8MydIOPxzGoRTYbMC/BnfgFyF573GUsh3Bjgz+vE27/nYv03Hsg/3oW01giUt2U1JR/D/zy7XPLc+VqiQK5ywTNvhTSx1uMtF0ogP3MFSDurxU13yIsB/rxOvP0/XKz/X7uuMC0oKKgSFhq1/9lqrdHDwywLlOe823qbsqvEJ0IeDPTndjy/KoWrA/1vbQUR37dcBWFW8sA3gfrMeN5u1r9l7di5CHKtC/7Gc/BMA7DUZ54B0bY+vawpA+p57sOxWef9XW5TCAp+WPWpa/bNPMvUdgVufG4+c+D/nd30Nw4ye8SpRfCDrfi87Tvv67tRIRBCCDkbN8YQCCGEeIEKgRBCCBUCIYSQPGghEFLCIAg4SoU/PClrUCEQQgjx2xSahAQceKPXgqgPITUhayDJVmFUBWt9BDL2MnHca1ZR3DGrrYQuX7f2Zehx1iV1/nDtvVMLMtyaMZCQUoUWAiGFYzRkrTUfeG1rutf52O6P5QHIUAzwV2IZaXXi/AzyiFUtHYp9va0urF2s63WFXAp5yiqgI6TUoUIgpHC0gAyzKqC1VURdq22AstpqGdEastjap8tWkJaQJboDSuFbLGZan3+EbbUYDkK0zQghpQ4VAiGFYxPkFW0hgKVOxLIbom0U7AZz2lNondVOQOlhbW+0rAF1O+kcFc9an2uLbkLKFIwhEFI4dM6BiRjUb7PaDG+GdLUsBm2XMB3KIhvbv4PM94ghXIZ92oX0lDXByxX80UlZhK0rCDmf/3GCgtT3r03HVCEQEhBQIRBCCDFgDIEQQggVAiGEkDxoIRBCCKFCIIQQkgctBEIIIQb/D9QiZfHqicDzAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "train_losses = [float(x['epoch_loss']) for x in history_train]\n", + "val_losses = [float(x['epoch_loss']) for x in history_val]\n", + "plt.plot(train_losses, '-x', val_losses, '-x')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('loss')\n", + "plt.title('Loss vs. No. of epochs')" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "train_accs = [float(x['epoch_acc']) for x in history_train]\n", + "val_accs = [float(x['epoch_acc']) for x in history_val]\n", + "plt.plot(train_accs, '-x', val_accs, '-x')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('accuracy')\n", + "plt.title('Accuracy vs. No. of epochs')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "可以看到,模型在学习速率为0.005的情况下,训练到80步的时候,准确率在79%左右不再上升。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 5. 小结" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    在这份报告中,我们使用Pytorch搭建逻辑回归模型进行了泰坦尼克号生存率预测。首先,我们分析并提炼了数据集的特征数据,在这个过程中,熟悉了pandas中的dataframe数据结构的基本操作,发现其在批量处理数据时十分方便,并将一些连续值的变量变成分段变量以提高数据的凝练度。此外,该任务中,由于样本中存在大量缺失值,所以还对如何处理缺失值进行了学习。" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.7" + }, + "main_language": "python" + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/report_02_Titanic/Report02 - 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"\n", - "* 姓名\n", - "* 学号\n", - "\n", - "\n", - "## 任务简介\n", - "\n", - "这里简述一下任务是什么;数据的格式,包含了什么数据;最终的目标是什么\n", - "\n", - "## 解决途径\n", - "\n", - "主要包括:\n", - "1. 问题的思考,整体的思路\n", - "2. 选用的方法,以及为何选用这些方法\n", - "3. 实现过程遇到的问题,以及如何解决的\n", - "4. 最终的结果,实验分析\n", - "\n", - "要求:\n", - "1. 数据的可视化\n", - "2. 程序,以及各个部分的解释、说明\n", - "3. 结果的可视化,精度等的分析\n", - "\n", - "## 总结\n", - "总结任务实现过程所取得的心得等。" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.5.2" - }, - "main_language": "python" - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/report_02_Titanic/titanic_history_train.pkl b/report_02_Titanic/titanic_history_train.pkl new file mode 100644 index 0000000..2c073fc Binary files 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+# https://docs.scrapy.org/en/latest/topics/items.html + +import scrapy + + +class JdscraperItem(scrapy.Item): + # define the fields for your item here like: + # name = scrapy.Field() + pass diff --git a/report_03_Fashion/codes/JDscraper/JDscraper/middlewares.py b/report_03_Fashion/codes/JDscraper/JDscraper/middlewares.py new file mode 100644 index 0000000..78d7681 --- /dev/null +++ b/report_03_Fashion/codes/JDscraper/JDscraper/middlewares.py @@ -0,0 +1,103 @@ +# Define here the models for your spider middleware +# +# See documentation in: +# https://docs.scrapy.org/en/latest/topics/spider-middleware.html + +from scrapy import signals + +# useful for handling different item types with a single interface +from itemadapter import is_item, ItemAdapter + + +class JdscraperSpiderMiddleware: + # Not all methods need to be defined. If a method is not defined, + # scrapy acts as if the spider middleware does not modify the + # passed objects. + + @classmethod + def from_crawler(cls, crawler): + # This method is used by Scrapy to create your spiders. + s = cls() + crawler.signals.connect(s.spider_opened, signal=signals.spider_opened) + return s + + def process_spider_input(self, response, spider): + # Called for each response that goes through the spider + # middleware and into the spider. + + # Should return None or raise an exception. + return None + + def process_spider_output(self, response, result, spider): + # Called with the results returned from the Spider, after + # it has processed the response. + + # Must return an iterable of Request, or item objects. + for i in result: + yield i + + def process_spider_exception(self, response, exception, spider): + # Called when a spider or process_spider_input() method + # (from other spider middleware) raises an exception. + + # Should return either None or an iterable of Request or item objects. + pass + + def process_start_requests(self, start_requests, spider): + # Called with the start requests of the spider, and works + # similarly to the process_spider_output() method, except + # that it doesn’t have a response associated. + + # Must return only requests (not items). + for r in start_requests: + yield r + + def spider_opened(self, spider): + spider.logger.info('Spider opened: %s' % spider.name) + + +class JdscraperDownloaderMiddleware: + # Not all methods need to be defined. If a method is not defined, + # scrapy acts as if the downloader middleware does not modify the + # passed objects. + + @classmethod + def from_crawler(cls, crawler): + # This method is used by Scrapy to create your spiders. + s = cls() + crawler.signals.connect(s.spider_opened, signal=signals.spider_opened) + return s + + def process_request(self, request, spider): + # Called for each request that goes through the downloader + # middleware. + + # Must either: + # - return None: continue processing this request + # - or return a Response object + # - or return a Request object + # - or raise IgnoreRequest: process_exception() methods of + # installed downloader middleware will be called + return None + + def process_response(self, request, response, spider): + # Called with the response returned from the downloader. + + # Must either; + # - return a Response object + # - return a Request object + # - or raise IgnoreRequest + return response + + def process_exception(self, request, exception, spider): + # Called when a download handler or a process_request() + # (from other downloader middleware) raises an exception. + + # Must either: + # - return None: continue processing this exception + # - return a Response object: stops process_exception() chain + # - return a Request object: stops process_exception() chain + pass + + def spider_opened(self, spider): + spider.logger.info('Spider opened: %s' % spider.name) diff --git a/report_03_Fashion/codes/JDscraper/JDscraper/pipelines.py b/report_03_Fashion/codes/JDscraper/JDscraper/pipelines.py new file mode 100644 index 0000000..6761c01 --- /dev/null +++ b/report_03_Fashion/codes/JDscraper/JDscraper/pipelines.py @@ -0,0 +1,13 @@ +# Define your item pipelines here +# +# Don't forget to add your pipeline to the ITEM_PIPELINES setting +# See: https://docs.scrapy.org/en/latest/topics/item-pipeline.html + + +# useful for handling different item types with a single interface +from itemadapter import ItemAdapter + + +class JdscraperPipeline: + def process_item(self, item, spider): + return item diff --git a/report_03_Fashion/codes/JDscraper/JDscraper/settings.py b/report_03_Fashion/codes/JDscraper/JDscraper/settings.py new file mode 100644 index 0000000..472b790 --- /dev/null +++ b/report_03_Fashion/codes/JDscraper/JDscraper/settings.py @@ -0,0 +1,97 @@ +# Scrapy settings for JDscraper project +# +# For simplicity, this file contains only settings considered important or +# commonly used. You can find more settings consulting the documentation: +# +# https://docs.scrapy.org/en/latest/topics/settings.html +# https://docs.scrapy.org/en/latest/topics/downloader-middleware.html +# https://docs.scrapy.org/en/latest/topics/spider-middleware.html + +BOT_NAME = 'JDscraper' + +SPIDER_MODULES = ['JDscraper.spiders'] +NEWSPIDER_MODULE = 'JDscraper.spiders' + + +# Crawl responsibly by identifying yourself (and your website) on the user-agent +#USER_AGENT = 'JDscraper (+http://www.yourdomain.com)' + +# Obey robots.txt rules +ROBOTSTXT_OBEY = False + +# Configure maximum concurrent requests performed by Scrapy (default: 16) +#CONCURRENT_REQUESTS = 32 + +# Configure a delay for requests for the same website (default: 0) +# See https://docs.scrapy.org/en/latest/topics/settings.html#download-delay +# See also autothrottle settings and docs +#DOWNLOAD_DELAY = 3 +# The download delay setting will honor only one of: +#CONCURRENT_REQUESTS_PER_DOMAIN = 16 +#CONCURRENT_REQUESTS_PER_IP = 16 + +# Disable cookies (enabled by default) +#COOKIES_ENABLED = False + +# Disable Telnet Console (enabled by default) +#TELNETCONSOLE_ENABLED = False + +# Override the default request headers: +#DEFAULT_REQUEST_HEADERS = { +# 'Accept': 'text/html,application/xhtml+xml,application/xml;q=0.9,*/*;q=0.8', +# 'Accept-Language': 'en', +#} + +# Enable or disable spider middlewares +# See https://docs.scrapy.org/en/latest/topics/spider-middleware.html +#SPIDER_MIDDLEWARES = { +# 'JDscraper.middlewares.JdscraperSpiderMiddleware': 543, +#} + +# Enable or disable downloader middlewares +# See https://docs.scrapy.org/en/latest/topics/downloader-middleware.html +#DOWNLOADER_MIDDLEWARES = { +# 'JDscraper.middlewares.JdscraperDownloaderMiddleware': 543, +#} + +# Enable or disable extensions +# See https://docs.scrapy.org/en/latest/topics/extensions.html +#EXTENSIONS = { +# 'scrapy.extensions.telnet.TelnetConsole': None, +#} + +# Configure item pipelines +# See https://docs.scrapy.org/en/latest/topics/item-pipeline.html +ITEM_PIPELINES = { + # 'JDscraper.pipelines.JdscraperPipeline': 300, + 'scrapy.pipelines.images.ImagesPipeline': 1 +} +IMAGES_STORE = 'bag' + +# Enable and configure the AutoThrottle extension (disabled by default) +# See https://docs.scrapy.org/en/latest/topics/autothrottle.html +#AUTOTHROTTLE_ENABLED = True +# The initial download delay +#AUTOTHROTTLE_START_DELAY = 5 +# The maximum download delay to be set in case of high latencies +#AUTOTHROTTLE_MAX_DELAY = 60 +# The average number of requests Scrapy should be sending in parallel to +# each remote server +#AUTOTHROTTLE_TARGET_CONCURRENCY = 1.0 +# Enable showing throttling stats for every response received: +#AUTOTHROTTLE_DEBUG = False + +# Enable and configure HTTP caching (disabled by default) +# See https://docs.scrapy.org/en/latest/topics/downloader-middleware.html#httpcache-middleware-settings +#HTTPCACHE_ENABLED = True +#HTTPCACHE_EXPIRATION_SECS = 0 +#HTTPCACHE_DIR = 'httpcache' +#HTTPCACHE_IGNORE_HTTP_CODES = [] +#HTTPCACHE_STORAGE = 'scrapy.extensions.httpcache.FilesystemCacheStorage' + +DOWNLOADER_MIDDLEWARES = { + 'scrapy.downloadermiddlewares.useragent.UserAgentMiddleware': None, + 'scrapy.downloadermiddlewares.retry.RetryMiddleware': None, + 'scrapy_fake_useragent.middleware.RandomUserAgentMiddleware': 400, + 'scrapy_fake_useragent.middleware.RetryUserAgentMiddleware': 401, +} diff --git a/report_03_Fashion/codes/JDscraper/JDscraper/spiders/JDspider.py b/report_03_Fashion/codes/JDscraper/JDscraper/spiders/JDspider.py new file mode 100644 index 0000000..8bf154e --- /dev/null +++ b/report_03_Fashion/codes/JDscraper/JDscraper/spiders/JDspider.py @@ -0,0 +1,39 @@ +''' +Author: SJ2050 +Date: 2022-03-04 21:56:33 +LastEditTime: 2022-03-07 14:43:07 +Version: v0.0.1 +Description: JD web spider. +Copyright © 2022 SJ2050 +''' +import scrapy + +class JDSpider(scrapy.Spider): + name = 'JDspider' + class_name = '包' + download_urls = set() + max_num = 100 + start_page_num = 1 + BASE_URL = f'https://search.jd.com/Search?keyword={class_name}' + start_urls = [f'{BASE_URL}&page={start_page_num}'] + + custom_settings = { + 'DOWNLOAD_DELAY': 6 + } + + def parse(self, response): + img_url_list = [] + for product in response.css('li.gl-item img'): + if len(self.download_urls) < self.max_num and \ + 'data-lazy-img' in product.attrib: + image_url = 'https:'+product.attrib['data-lazy-img'] + if image_url not in self.download_urls: + img_url_list.append(image_url) + self.download_urls.add(image_url) + + yield {'image_urls': img_url_list} + + if len(self.download_urls) < self.max_num: + self.start_page_num = self.start_page_num + 1 + next_page = f'{self.BASE_URL}&page={self.start_page_num}' + yield response.follow(next_page, callback=self.parse) diff --git a/report_03_Fashion/codes/JDscraper/JDscraper/spiders/__init__.py b/report_03_Fashion/codes/JDscraper/JDscraper/spiders/__init__.py new file mode 100644 index 0000000..ebd689a --- /dev/null +++ b/report_03_Fashion/codes/JDscraper/JDscraper/spiders/__init__.py @@ -0,0 +1,4 @@ +# This package will contain the spiders of your Scrapy project +# +# Please refer to the documentation for information on how to create and manage +# your spiders. diff --git a/report_03_Fashion/codes/JDscraper/scrapy.cfg b/report_03_Fashion/codes/JDscraper/scrapy.cfg new file mode 100644 index 0000000..72f2add --- /dev/null +++ b/report_03_Fashion/codes/JDscraper/scrapy.cfg @@ -0,0 +1,11 @@ +# Automatically created by: scrapy startproject +# +# For more information about the [deploy] section see: +# https://scrapyd.readthedocs.io/en/latest/deploy.html + +[settings] +default = JDscraper.settings + +[deploy] +#url = http://localhost:6800/ +project = JDscraper diff --git a/report_03_Fashion/data/FashionMNIST/raw/t10k-images-idx3-ubyte b/report_03_Fashion/data/FashionMNIST/raw/t10k-images-idx3-ubyte new file mode 100644 index 0000000..37bac79 Binary files /dev/null and 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"metadata": {}, + "source": [ + "## 1. 任务简介" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    FashionMNIST 是一个替代 MNIST 手写数字集的图像数据集。 它是由 Zalando(一家德国的时尚科技公司)旗下的研究部门提供。其涵盖了来自 10 种类别的共 7 万个不同商品的正面图片。FashionMNIST 的大小、格式和训练集/测试集划分与原始的 MNIST 完全一致。60000/10000 的训练测试数据划分,28x28 的灰度图片。可以直接用它来测试机器学习和深度学习算法性能,且不需要改动任何的代码。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2. 数据分析" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "先来下载FashionMNIST数据集:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import torch\n", + "import torchvision\n", + "import torchvision.transforms as transforms" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "train_ds = torchvision.datasets.FashionMNIST(root='data/', train=True, download=True,\n", + " transform=transforms.ToTensor())\n", + "val_ds = torchvision.datasets.FashionMNIST(root='data/', train=False, download=True,\n", + " transform=transforms.ToTensor())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "FashionMNIST数据集大致如下(每个类别占三行):" + ] + }, + { + "attachments": { + "fashion-mnist.jpg": { + "image/jpeg": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![fashion-mnist.jpg](attachment:fashion-mnist.jpg)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "可以看到,FashionMNIST总共有10个类别,不同标签与类别的映射关系如下:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "| Label | Description |\n", + "| --- | --- |\n", + "| 0 | T-shirt/top |\n", + "| 1 | Trouser |\n", + "| 2 | Pullover |\n", + "| 3 | Dress |\n", + "| 4 | Coat |\n", + "| 5 | Sandal |\n", + "| 6 | Shirt |\n", + "| 7 | Sneaker |\n", + "| 8 | Bag |\n", + "| 9 | Ankle boot |" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "取出一张图来:" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "image.shape: torch.Size([1, 28, 28])\n", + "Label: 9\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "image, label = train_ds[0]\n", + "print('image.shape:', image.shape)\n", + "plt.imshow(image.permute(1, 2, 0), cmap='gray')\n", + "print('Label:', label)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "tensor([[0.0000, 0.0000, 0.0000, 0.7569, 0.8941],\n", + " [0.0118, 0.0000, 0.0471, 0.8588, 0.8627],\n", + " [0.0235, 0.0000, 0.3882, 0.9569, 0.8706],\n", + " [0.0000, 0.0000, 0.2157, 0.9255, 0.8941],\n", + " [0.0000, 0.0000, 0.9294, 0.8863, 0.8510]])\n", + "tensor(1.) tensor(0.)\n" + ] + } + ], + "source": [ + "print(image[0, 10:15 , 10:15])\n", + "print(torch.max(image), torch.min(image))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "数据集中的每一张图为28x28大小的灰度图片,并且,灰度值已归一化,取值范围落在[0, 1]。这是一个多分类的图片识别问题,考虑使用卷积神经网络进行训练和识别。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 3. 卷积神经网络" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    卷积神经网络与全连接神经网络很相似,依旧是层级网络,只是层的功能和形式做了变化,并多了许多传统神经网络没有的层次,例如卷积层、池化层。其结构示意图如下:" + ] + }, + { + "attachments": { + "%E5%8D%B7%E7%A7%AF%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E7%BB%93%E6%9E%84.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![%E5%8D%B7%E7%A7%AF%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E7%BB%93%E6%9E%84.png](attachment:%E5%8D%B7%E7%A7%AF%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E7%BB%93%E6%9E%84.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "卷积网络也是收到了生物学的启发,一般人们认为图片中距离相近的部分相关性较大,而距离比较远的部分相关性较小,所以卷积网络使用了局部感受野,卷积层中的神经元连接不是全连接的,而是后一层的每个神经元连接前一层的一部分神经元,从而大大减少了参数量。" + ] + }, + { + "attachments": { + "BP%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E5%92%8C%E5%8D%B7%E7%A7%AF%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E7%9A%84%E8%BF%9E%E6%8E%A5%E5%8C%BA%E5%88%AB.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![BP%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E5%92%8C%E5%8D%B7%E7%A7%AF%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E7%9A%84%E8%BF%9E%E6%8E%A5%E5%8C%BA%E5%88%AB.png](attachment:BP%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E5%92%8C%E5%8D%B7%E7%A7%AF%E7%A5%9E%E7%BB%8F%E7%BD%91%E7%BB%9C%E7%9A%84%E8%BF%9E%E6%8E%A5%E5%8C%BA%E5%88%AB.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "卷积核的另一个特点和优势时权值共享。卷积核的权重是经过学习得到的,并且在卷积过程中卷积核的权重是不会改变的,这就是参数共享的思想。权值共享降低了网络的复杂性,特别是多维输入向量的图像可以直接输入网络这一特点避免了特征提取和分类过程中数据重建的复杂度。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    一个经典的卷积层包含3个部分——卷积计算、非线性激活函数和池化,池化也有一个滑动窗口,用于在图像中进行滑动计算,这一点跟卷积核有点类似,但池化层中没有需要训练的参数。卷积网络中的权值参数还是很多,池化层可对提取到的特征信息进行降维,一方面使特征图变小,简化网络计算复杂度并在一定程度上避免过拟合的出现;一方面进行特征压缩,提取主要特征。池化操作使得网络的输入具有平移不变特征。常用的池化函数有max-pooling和mean-pooling,max-pooling为取池化窗口中的最大值,mean-pooling取的是池化窗口中的平均值。" + ] + }, + { + "attachments": { + 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![%E6%B1%A0%E5%8C%96%E5%B1%82-2.png](attachment:%E6%B1%A0%E5%8C%96%E5%B1%82-2.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "再经过几层卷积层后,特征图的尺寸越来越小,最后通过将特征图展平,后面部分进行全连接,对提取出来的图像特征进行分类。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    在卷积网络的设计中,除了需要设计合适的深度外,还需要给定卷积核和池化窗口的尺寸大小和移动步长,并且,为了避免丢失图像的边缘特征,往往还需要对特征图进行Padding操作,即在图像的外缘填充数据,这样,可以使得卷积后得到的特征图的大小跟原始图像的大小相同。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 4. 模型训练" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    在此次任务中,我们选取的卷积神经网络由2层卷积层和2层全连接层构成,池化函数选用的是最大池化,激活函数选用的为ReLUh函数。其代码如下:" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "import logging\n", + "import pickle\n", + "import torch.nn as nn\n", + "import torch.nn.functional as F\n", + "from torch.utils.data import DataLoader\n", + "\n", + "class Fashion_Model(nn.Module):\n", + " def __init__(self, input_dim, num_classes):\n", + " super().__init__()\n", + " self.input_dim = input_dim\n", + " self.num_classes = num_classes\n", + "\n", + " self.network = nn.Sequential(\n", + " nn.Conv2d(input_dim[0], 32, kernel_size=5, stride=1, padding='same'),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2),\n", + "\n", + " nn.Conv2d(32, 64, kernel_size=5, stride=1, padding='same'),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2),\n", + "\n", + " nn.Flatten(),\n", + " nn.Linear(64*(input_dim[1]//4*input_dim[2]//4), 1024),\n", + " nn.ReLU(),\n", + "\n", + " nn.Linear(1024, 10))\n", + "\n", + " def forward(self, inputs):\n", + " outputs = self.network(inputs)\n", + " return outputs\n", + "\n", + " @staticmethod\n", + " def compute_accuracy(outputs, labels):\n", + " _, preds = torch.max(outputs, dim=1)\n", + " return torch.tensor(torch.sum(preds == labels).item() / len(preds))\n", + "\n", + " @staticmethod\n", + " def log_epoch_loss_and_acc(prefix, epoch, epoch_loss, epoch_acc, interval=5):\n", + " if epoch % interval == 0:\n", + " logging.info(f'{prefix}_Epoch [{epoch}], loss: {epoch_loss:.4f},'\n", + " f' acc: {epoch_acc:.4f}.')\n", + "\n", + " def evaluate(self, batch, loss_func, need_acc=False, no_grad=False):\n", + " if no_grad:\n", + " with torch.no_grad():\n", + " inputs, labels = batch\n", + " outputs = self(inputs)\n", + " loss = loss_func(outputs, labels)\n", + " else:\n", + " inputs, labels = batch\n", + " outputs = self(inputs)\n", + " loss = loss_func(outputs, labels)\n", + "\n", + " if need_acc:\n", + " acc = self.compute_accuracy(outputs, labels)\n", + " return {'loss': loss, 'acc': acc}\n", + " else:\n", + " return {'loss': loss}\n", + "\n", + " def compute_epoch_loss_and_acc(self, dataloader, loss_func):\n", + " results = [self.evaluate(batch, loss_func, need_acc=True, no_grad=True)\n", + " for batch in dataloader]\n", + " batch_losses = [r['loss'] for r in results]\n", + " epoch_loss = torch.stack(batch_losses).mean()\n", + " batch_accs = [r['acc'] for r in results]\n", + " epoch_acc = torch.stack(batch_accs).mean()\n", + " return {'epoch_loss': epoch_loss, 'epoch_acc': epoch_acc}\n", + "\n", + " def epoch_postprocess(self, prefix, data_loader, epoch,\n", + " history, loss_func, log_interval):\n", + " loss_and_acc = self.compute_epoch_loss_and_acc(data_loader, loss_func)\n", + " epoch_loss = loss_and_acc['epoch_loss']\n", + " epoch_acc = loss_and_acc['epoch_acc']\n", + " history.append({'epoch_loss': epoch_loss,\n", + " 'epoch_acc': epoch_acc})\n", + " self.log_epoch_loss_and_acc(prefix, epoch,\n", + " epoch_loss,\n", + " epoch_acc,\n", + " log_interval)\n", + "\n", + " def train(self, train_loader, val_loader, num_epochs, lr,\n", + " loss_func=F.cross_entropy, opt_func=torch.optim.Adam,\n", + " log_interval=5):\n", + " optimizer = opt_func(self.parameters(), lr)\n", + " self.history_train = [] # history of train set\n", + " self.history_val = [] # history of validation set\n", + "\n", + " # initial loss and accuracy of training dataset\n", + " self.epoch_postprocess('Train', train_loader, 0,\n", + " self.history_train, loss_func, log_interval)\n", + "\n", + " # initial loss and accuracy of validation dataset\n", + " self.epoch_postprocess('Val', val_loader, 0,\n", + " self.history_val, loss_func, log_interval)\n", + "\n", + " # iteration\n", + " for epoch in range(num_epochs):\n", + " for batch in train_loader:\n", + " loss = self.evaluate(batch, loss_func, need_acc=False)['loss']\n", + " loss.backward()\n", + " optimizer.step()\n", + " optimizer.zero_grad()\n", + "\n", + " # training dataset loss and accuracy\n", + " self.epoch_postprocess('Train', train_loader, epoch+1,\n", + " self.history_train, loss_func, log_interval)\n", + "\n", + " # validation dataset loss and accuracy\n", + " self.epoch_postprocess('Val', val_loader, epoch+1,\n", + " self.history_val, loss_func, log_interval)\n", + "\n", + " def predict(self, inputs):\n", + " outputs = self(inputs)\n", + " _, preds = torch.max(outputs, dim=1)\n", + " return [preds[i].item() for i in range(len(preds))]\n", + "\n", + " def save_model(self, save_file):\n", + " torch.save(self.state_dict(), save_file)\n", + " pickle.dump(self.history_train, open('fashion_history_train.pkl', 'wb'))\n", + " pickle.dump(self.history_val, open('fashion_history_val.pkl', 'wb'))\n", + "\n", + "\n", + " def recover_model(self, save_file):\n", + " self.load_state_dict(torch.load(save_file))\n", + " self.history_train = pickle.load(open('fashion_history_train.pkl', 'rb'))\n", + " self.history_val = pickle.load(open('fashion_history_val.pkl', 'rb'))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "使用gpu加速计算,Pytorch中使用gpu计算十分简单,只需要将训练数据和模型参数转移到显存中即可(前提是配置好cuda驱动)。" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "def to_device(data, device):\n", + " \"\"\"Move tensor(s) to chosen device\"\"\"\n", + " if isinstance(data, (list,tuple)):\n", + " return [to_device(x, device) for x in data]\n", + " return data.to(device, non_blocking=True)\n", + "\n", + "class DeviceDataLoader():\n", + " \"\"\"Wrap a dataloader to move data to a device (default: cpu)\"\"\"\n", + " def __init__(self, dl, device):\n", + " self.dl = dl\n", + " self.device = device\n", + "\n", + " def __iter__(self):\n", + " \"\"\"Yield a batch of data after moving it to device\"\"\"\n", + " for b in self.dl:\n", + " yield to_device(b, self.device)\n", + "\n", + " def __len__(self):\n", + " \"\"\"Number of batches\"\"\"\n", + " return len(self.dl)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "logging.basicConfig(format='%(asctime)s %(levelname)s:%(message)s', \\\n", + " level=logging.INFO, datefmt='%m/%d/%Y %I:%M:%S %p')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "学习速率选为0.001,每次训练的批数据集大小为128。" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "inp_dim = (1, 28, 28)\n", + "out_dim = 10\n", + "batch_size = 128\n", + "num_epochs = 50\n", + "learning_rate = 1e-4\n", + "device = torch.device('cuda')" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "train_loader = DataLoader(train_ds, batch_size, shuffle=True)\n", + "val_loader = DataLoader(val_ds, batch_size)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "# move dataloader to gpu\n", + "train_loader = DeviceDataLoader(train_loader, device)\n", + "val_loader = DeviceDataLoader(val_loader, device)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "03/07/2022 01:30:07 PM INFO:Initializing ...\n", + "03/07/2022 01:30:10 PM INFO:Start training...\n", + "03/07/2022 01:30:19 PM INFO:Train_Epoch [0], loss: 2.2974, acc: 0.0947.\n", + "03/07/2022 01:30:21 PM INFO:Val_Epoch [0], loss: 2.2974, acc: 0.0949.\n", + "03/07/2022 01:31:37 PM INFO:Train_Epoch [5], loss: 0.3220, acc: 0.8856.\n", + "03/07/2022 01:31:39 PM INFO:Val_Epoch [5], loss: 0.3506, acc: 0.8736.\n", + "03/07/2022 01:33:02 PM INFO:Train_Epoch [10], loss: 0.2631, acc: 0.9040.\n", + "03/07/2022 01:33:03 PM INFO:Val_Epoch [10], loss: 0.3018, acc: 0.8888.\n", + "03/07/2022 01:34:27 PM INFO:Train_Epoch [15], loss: 0.1988, acc: 0.9285.\n", + "03/07/2022 01:34:28 PM INFO:Val_Epoch [15], loss: 0.2526, acc: 0.9078.\n", + "03/07/2022 01:35:50 PM INFO:Train_Epoch [20], loss: 0.1711, acc: 0.9382.\n", + "03/07/2022 01:35:51 PM INFO:Val_Epoch [20], loss: 0.2413, acc: 0.9110.\n", + "03/07/2022 01:37:11 PM INFO:Train_Epoch [25], loss: 0.1511, acc: 0.9451.\n", + "03/07/2022 01:37:13 PM INFO:Val_Epoch [25], loss: 0.2400, acc: 0.9116.\n", + "03/07/2022 01:38:37 PM INFO:Train_Epoch [30], loss: 0.1289, acc: 0.9529.\n", + "03/07/2022 01:38:38 PM INFO:Val_Epoch [30], loss: 0.2459, acc: 0.9132.\n", + "03/07/2022 01:40:01 PM INFO:Train_Epoch [35], loss: 0.0975, acc: 0.9664.\n", + "03/07/2022 01:40:02 PM INFO:Val_Epoch [35], loss: 0.2351, acc: 0.9219.\n", + "03/07/2022 01:41:27 PM INFO:Train_Epoch [40], loss: 0.0825, acc: 0.9721.\n", + "03/07/2022 01:41:28 PM INFO:Val_Epoch [40], loss: 0.2509, acc: 0.9164.\n", + "03/07/2022 01:42:51 PM INFO:Train_Epoch [45], loss: 0.0619, acc: 0.9798.\n", + "03/07/2022 01:42:52 PM INFO:Val_Epoch [45], loss: 0.2606, acc: 0.9181.\n", + "03/07/2022 01:44:15 PM INFO:Train_Epoch [50], loss: 0.0433, acc: 0.9884.\n", + "03/07/2022 01:44:16 PM INFO:Val_Epoch [50], loss: 0.2662, acc: 0.9212.\n", + "03/07/2022 01:44:16 PM INFO:Training finished.\n", + "03/07/2022 01:44:16 PM INFO:Save model.\n" + ] + } + ], + "source": [ + "# initialize model\n", + "logging.info(\"Initializing ...\")\n", + "fashion_model = Fashion_Model(inp_dim, out_dim)\n", + "# move model parameters to gpu\n", + "to_device(fashion_model, device)\n", + "logging.info(\"Start training...\")\n", + "fashion_model.train(train_loader, val_loader, num_epochs,\n", + " learning_rate, log_interval=5)\n", + "logging.info(\"Training finished.\")\n", + "\n", + "fashion_model.save_model('MNIST.pth')\n", + "logging.info(\"Save model.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "通过管理器查看gpu的使用情况,可以看到我们搭建的模型确实使用到了gpu进行运算,在训练过程中,Cuda的占用率很高。" + ] + }, + { + "attachments": { + "gpu%E5%8D%A0%E7%94%A8%E7%8E%87.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![gpu%E5%8D%A0%E7%94%A8%E7%8E%87.png](attachment:gpu%E5%8D%A0%E7%94%A8%E7%8E%87.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "训练过程中,训练集和验证集上的损失函数值与识别准确度的变化图如下:" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "history_train = pickle.load(open('fashion_history_train.pkl', 'rb'))\n", + "history_val = pickle.load(open('fashion_history_val.pkl', 'rb'))" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Loss vs. No. of epochs')" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "train_losses = [float(x['epoch_loss']) for x in history_train]\n", + "val_losses = [float(x['epoch_loss']) for x in history_val]\n", + "plt.plot(train_losses, '-x', label='train')\n", + "plt.plot(val_losses, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('loss')\n", + "plt.legend()\n", + "plt.title('Loss vs. No. of epochs')" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Accuracy vs. No. of epochs')" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "train_accs = [float(x['epoch_acc']) for x in history_train]\n", + "val_accs = [float(x['epoch_acc']) for x in history_val]\n", + "plt.plot(train_accs, '-x', label='train')\n", + "plt.plot(val_accs, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('accuracy')\n", + "plt.legend()\n", + "plt.title('Accuracy vs. No. of epochs')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "训练出来的CNN模型在验证集上的识别准确率为92.12%。从迭代过程中,训练集和验证集上的损失函数与准确度的变化中可以看出,模型在迭代到30步左右时,模型在验证集上的准确率不再上升,并且损失函数值逐渐增大,出现了过拟合的现象。常见的抵抗过拟合的方法由增加数据量、提前停止、Dropout、正则化和标签光滑等。这里,我们使用Dropout技术来抵抗过拟合的问题。Dropout通常是在神经网络隐藏层的部分使用,使用的时候会临时关闭掉一部分的神经元,可通过一个参数来控制神经元关闭的概率。" + ] + }, + { + "attachments": { + "dropout.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![dropout.png](attachment:dropout.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "class Fashion_Model2(nn.Module):\n", + " def __init__(self, input_dim, num_classes):\n", + " super().__init__()\n", + " self.input_dim = input_dim\n", + " self.num_classes = num_classes\n", + "\n", + " self.network = nn.Sequential(\n", + " nn.Conv2d(input_dim[0], 32, kernel_size=5, stride=1, padding='same'),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2),\n", + "\n", + " nn.Conv2d(32, 64, kernel_size=5, stride=1, padding='same'),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2),\n", + "\n", + " nn.Flatten(),\n", + " nn.Linear(64*(input_dim[1]//4*input_dim[2]//4), 1024),\n", + " nn.ReLU(),\n", + " \n", + " # Dropout\n", + " nn.Dropout(0.5),\n", + "\n", + " nn.Linear(1024, 10))\n", + "\n", + " def forward(self, inputs):\n", + " outputs = self.network(inputs)\n", + " return outputs\n", + "\n", + " @staticmethod\n", + " def compute_accuracy(outputs, labels):\n", + " _, preds = torch.max(outputs, dim=1)\n", + " return torch.tensor(torch.sum(preds == labels).item() / len(preds))\n", + "\n", + " @staticmethod\n", + " def log_epoch_loss_and_acc(prefix, epoch, epoch_loss, epoch_acc, interval=5):\n", + " if epoch % interval == 0:\n", + " logging.info(f'{prefix}_Epoch [{epoch}], loss: {epoch_loss:.4f},'\n", + " f' acc: {epoch_acc:.4f}.')\n", + "\n", + " def evaluate(self, batch, loss_func, need_acc=False, no_grad=False):\n", + " if no_grad:\n", + " with torch.no_grad():\n", + " inputs, labels = batch\n", + " outputs = self(inputs)\n", + " loss = loss_func(outputs, labels)\n", + " else:\n", + " inputs, labels = batch\n", + " outputs = self(inputs)\n", + " loss = loss_func(outputs, labels)\n", + "\n", + " if need_acc:\n", + " acc = self.compute_accuracy(outputs, labels)\n", + " return {'loss': loss, 'acc': acc}\n", + " else:\n", + " return {'loss': loss}\n", + "\n", + " def compute_epoch_loss_and_acc(self, dataloader, loss_func):\n", + " results = [self.evaluate(batch, loss_func, need_acc=True, no_grad=True)\n", + " for batch in dataloader]\n", + " batch_losses = [r['loss'] for r in results]\n", + " epoch_loss = torch.stack(batch_losses).mean()\n", + " batch_accs = [r['acc'] for r in results]\n", + " epoch_acc = torch.stack(batch_accs).mean()\n", + " return {'epoch_loss': epoch_loss, 'epoch_acc': epoch_acc}\n", + "\n", + " def epoch_postprocess(self, prefix, data_loader, epoch,\n", + " history, loss_func, log_interval):\n", + " loss_and_acc = self.compute_epoch_loss_and_acc(data_loader, loss_func)\n", + " epoch_loss = loss_and_acc['epoch_loss']\n", + " epoch_acc = loss_and_acc['epoch_acc']\n", + " history.append({'epoch_loss': epoch_loss,\n", + " 'epoch_acc': epoch_acc})\n", + " self.log_epoch_loss_and_acc(prefix, epoch,\n", + " epoch_loss,\n", + " epoch_acc,\n", + " log_interval)\n", + "\n", + " def train(self, train_loader, val_loader, num_epochs, lr,\n", + " loss_func=F.cross_entropy, opt_func=torch.optim.Adam,\n", + " log_interval=5):\n", + " optimizer = opt_func(self.parameters(), lr)\n", + " self.history_train = [] # history of train set\n", + " self.history_val = [] # history of validation set\n", + "\n", + " # initial loss and accuracy of training dataset\n", + " self.epoch_postprocess('Train', train_loader, 0,\n", + " self.history_train, loss_func, log_interval)\n", + "\n", + " # initial loss and accuracy of validation dataset\n", + " self.epoch_postprocess('Val', val_loader, 0,\n", + " self.history_val, loss_func, log_interval)\n", + "\n", + " # iteration\n", + " for epoch in range(num_epochs):\n", + " for batch in train_loader:\n", + " loss = self.evaluate(batch, loss_func, need_acc=False)['loss']\n", + " loss.backward()\n", + " optimizer.step()\n", + " optimizer.zero_grad()\n", + "\n", + " # training dataset loss and accuracy\n", + " self.epoch_postprocess('Train', train_loader, epoch+1,\n", + " self.history_train, loss_func, log_interval)\n", + "\n", + " # validation dataset loss and accuracy\n", + " self.epoch_postprocess('Val', val_loader, epoch+1,\n", + " self.history_val, loss_func, log_interval)\n", + "\n", + " def predict(self, inputs):\n", + " outputs = self(inputs)\n", + " _, preds = torch.max(outputs, dim=1)\n", + " return [preds[i].item() for i in range(len(preds))]\n", + "\n", + " def save_model(self, save_file):\n", + " torch.save(self.state_dict(), save_file)\n", + " pickle.dump(self.history_train, open('fashion_history_train2.pkl', 'wb'))\n", + " pickle.dump(self.history_val, open('fashion_history_val2.pkl', 'wb'))\n", + "\n", + "\n", + " def recover_model(self, save_file):\n", + " self.load_state_dict(torch.load(save_file))\n", + " self.history_train = pickle.load(open('fashion_history_train2.pkl', 'rb'))\n", + " self.history_val = pickle.load(open('fashion_history_val2.pkl', 'rb'))" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "03/07/2022 01:46:02 PM INFO:Initializing ...\n", + "03/07/2022 01:46:02 PM INFO:Start training...\n", + "03/07/2022 01:46:11 PM INFO:Train_Epoch [0], loss: 2.3066, acc: 0.0643.\n", + "03/07/2022 01:46:12 PM INFO:Val_Epoch [0], loss: 2.3063, acc: 0.0666.\n", + "03/07/2022 01:47:31 PM INFO:Train_Epoch [5], loss: 0.3234, acc: 0.8845.\n", + "03/07/2022 01:47:33 PM INFO:Val_Epoch [5], loss: 0.3505, acc: 0.8744.\n", + "03/07/2022 01:49:01 PM INFO:Train_Epoch [10], loss: 0.2574, acc: 0.9060.\n", + "03/07/2022 01:49:03 PM INFO:Val_Epoch [10], loss: 0.2970, acc: 0.8931.\n", + "03/07/2022 01:50:31 PM INFO:Train_Epoch [15], loss: 0.2252, acc: 0.9172.\n", + "03/07/2022 01:50:32 PM INFO:Val_Epoch [15], loss: 0.2757, acc: 0.9009.\n", + "03/07/2022 01:52:00 PM INFO:Train_Epoch [20], loss: 0.1864, acc: 0.9331.\n", + "03/07/2022 01:52:02 PM INFO:Val_Epoch [20], loss: 0.2512, acc: 0.9090.\n", + "03/07/2022 01:53:24 PM INFO:Train_Epoch [25], loss: 0.1640, acc: 0.9399.\n", + "03/07/2022 01:53:25 PM INFO:Val_Epoch [25], loss: 0.2453, acc: 0.9150.\n", + "03/07/2022 01:54:46 PM INFO:Train_Epoch [30], loss: 0.1398, acc: 0.9488.\n", + "03/07/2022 01:54:47 PM INFO:Val_Epoch [30], loss: 0.2376, acc: 0.9173.\n", + "03/07/2022 01:56:11 PM INFO:Train_Epoch [35], loss: 0.1270, acc: 0.9547.\n", + "03/07/2022 01:56:13 PM INFO:Val_Epoch [35], loss: 0.2400, acc: 0.9167.\n", + "03/07/2022 01:57:38 PM INFO:Train_Epoch [40], loss: 0.1085, acc: 0.9598.\n", + "03/07/2022 01:57:39 PM INFO:Val_Epoch [40], loss: 0.2392, acc: 0.9187.\n", + "03/07/2022 01:59:02 PM INFO:Train_Epoch [45], loss: 0.0890, acc: 0.9686.\n", + "03/07/2022 01:59:03 PM INFO:Val_Epoch [45], loss: 0.2389, acc: 0.9203.\n", + "03/07/2022 02:00:25 PM INFO:Train_Epoch [50], loss: 0.0743, acc: 0.9737.\n", + "03/07/2022 02:00:26 PM INFO:Val_Epoch [50], loss: 0.2519, acc: 0.9241.\n", + "03/07/2022 02:00:26 PM INFO:Training finished.\n", + "03/07/2022 02:00:26 PM INFO:Save model.\n" + ] + } + ], + "source": [ + "# initialize model\n", + "logging.info(\"Initializing ...\")\n", + "fashion_model2 = Fashion_Model2(inp_dim, out_dim)\n", + "# move model parameters to gpu\n", + "to_device(fashion_model2, device)\n", + "logging.info(\"Start training...\")\n", + "fashion_model2.train(train_loader, val_loader, num_epochs,\n", + " learning_rate, log_interval=5)\n", + "logging.info(\"Training finished.\")\n", + "\n", + "fashion_model2.save_model('MNIST2.pth')\n", + "logging.info(\"Save model.\")" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "history_train2 = pickle.load(open('fashion_history_train2.pkl', 'rb'))\n", + "history_val2 = pickle.load(open('fashion_history_val2.pkl', 'rb'))" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Loss vs. No. of epochs')" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "train_losses = [float(x['epoch_loss']) for x in history_train2]\n", + "val_losses = [float(x['epoch_loss']) for x in history_val2]\n", + "plt.plot(train_losses, '-x', label='train')\n", + "plt.plot(val_losses, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('loss')\n", + "plt.legend()\n", + "plt.title('Loss vs. No. of epochs')" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Accuracy vs. No. of epochs')" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "train_accs = [float(x['epoch_acc']) for x in history_train2]\n", + "val_accs = [float(x['epoch_acc']) for x in history_val2]\n", + "plt.plot(train_accs, '-x', label='train')\n", + "plt.plot(val_accs, '-x', label='val')\n", + "plt.xlabel('epoch')\n", + "plt.ylabel('accuracy')\n", + "plt.legend()\n", + "plt.title('Accuracy vs. No. of epochs')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "从迭代过程中输出的损失函数值与识别准确度上可以发现,采用了dropout技术后,过拟合现象略有缓解,在30步后,验证集上的识别准确率还能继续增加,最终验证集上的识别准确率达到了92.41%。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 5. 测试真实场景下的表现" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    为了验证上述训练模型在真实场景下的表现,我们使用爬虫爬取了京东商城里的相关,并用上述训练好的模型进行识别分类。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "使用了Scrapy框架的爬取京东商城图片的爬虫代码如下:" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "import scrapy\n", + "\n", + "class JDSpider(scrapy.Spider):\n", + " name = 'JDspider'\n", + " class_name = '包'\n", + " download_urls = set()\n", + " max_num = 100\n", + " start_page_num = 1\n", + " BASE_URL = f'https://search.jd.com/Search?keyword={class_name}'\n", + " start_urls = [f'{BASE_URL}&page={start_page_num}']\n", + "\n", + " custom_settings = {\n", + " 'DOWNLOAD_DELAY': 6\n", + " }\n", + "\n", + " def parse(self, response):\n", + " img_url_list = []\n", + " for product in response.css('li.gl-item img'):\n", + " if len(self.download_urls) < self.max_num and \\\n", + " 'data-lazy-img' in product.attrib:\n", + " image_url = 'https:'+product.attrib['data-lazy-img']\n", + " if image_url not in self.download_urls:\n", + " img_url_list.append(image_url)\n", + " self.download_urls.add(image_url)\n", + "\n", + " yield {'image_urls': img_url_list}\n", + "\n", + " if len(self.download_urls) < self.max_num:\n", + " self.start_page_num = self.start_page_num + 1\n", + " next_page = f'{self.BASE_URL}&page={self.start_page_num}'\n", + " yield response.follow(next_page, callback=self.parse)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "先爬取了100张T-shirt类的商品图片,大致如下所示:" + ] + }, + { + "attachments": { + "T-shirt.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![T-shirt.png](attachment:T-shirt.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "可以看到,京东商城上爬下来的图片与FashionMNIST给的数据集相差还是蛮大的,主要在于京东商城上的图片会出现模特以及其他介绍字样,这都会对最终识别结果造成影响。此外,爬取下来的图片是彩色的,我们需要先将其转换成灰度图片,并且图片的尺寸也要进行一定的缩放。以下面这张图为例:" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "from PIL import Image\n", + "import numpy as np\n", + "img = Image.open('./codes/JDscraper/JDscraper/T-shirt/full/3ef24962c13c1123b5b338b3aaf62b72d67e5bda.jpg')\n", + "plt.imshow(img)\n", + "plt.axis('off')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "转化后:" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "image = np.array(img.resize((28, 28)).convert('L'))\n", + "image = (255-image)/255.0\n", + "plt.imshow(image, cmap='gray')\n", + "plt.axis('off')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "metadata": {}, + "outputs": [], + "source": [ + "def predict(model, input):\n", + " with torch.no_grad():\n", + " output = model(input)\n", + " poss, pred = torch.max(F.softmax(output, dim=1), dim=1)\n", + " return (pred[0].item(), poss[0].item())" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "pred: 0 , poss: 0.8067902326583862\n" + ] + } + ], + "source": [ + "img_tensor = torch.from_numpy(np.array([np.array([image])], dtype=\"float32\"))\n", + "device = torch.device('cuda')\n", + "img_tensor = img_tensor.cuda()\n", + "label, poss = predict(fashion_model2, img_tensor)\n", + "print('pred:', label, ', poss:', poss)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "模型预测值为0,而0对应的正是T-shirt类,该次识别的置信度为80.68%。如果识别得到的置信度小于某个阈值时,我们将其认为不支持的类别。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "接着,我们使用有模特和干扰字样的图片进行识别时:" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "img = Image.open('./codes/JDscraper/JDscraper/T-shirt/full/7cf33d97e051e6100bd37accb2144422da923a08.jpg')\n", + "plt.imshow(img)\n", + "plt.axis('off')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "image = np.array(img.resize((28, 28)).convert('L'))\n", + "image = (255-image)/255.0\n", + "plt.imshow(image, cmap='gray')\n", + "plt.axis('off')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "pred: 8 , poss: 0.9999761581420898\n" + ] + } + ], + "source": [ + "img_tensor = torch.from_numpy(np.array([np.array([image])], dtype=\"float32\"))\n", + "device = torch.device('cuda')\n", + "img_tensor = img_tensor.cuda()\n", + "label, poss = predict(fashion_model2, img_tensor)\n", + "print('pred:', label, ', poss:', poss)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "此时,可以看到,模型将上述图片归类成了bag类,与真实值不符,对100张爬取下来的T-shirt图进行识别时,最终的正确率为" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "files = os.listdir('./codes/JDscraper/JDscraper/T-shirt/full')\n", + "preds = []\n", + "for f in files:\n", + " img = Image.open('./codes/JDscraper/JDscraper/T-shirt/full/'+f)\n", + " image = np.array(img.resize((28, 28)).convert('L'))\n", + " image = (255-image)/255.0\n", + " img_tensor = torch.from_numpy(np.array([np.array([image])], dtype=\"float32\"))\n", + " img_tensor = img_tensor.cuda()\n", + " label, poss = predict(fashion_model2, img_tensor)\n", + " preds.append(label)" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.13" + ] + }, + "execution_count": 63, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "preds.count(0)/len(preds)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "最终,在爬取下来的T-shirt图片上的识别准确率只有13%。通过浏览京东商城上的商品图,发现bag类的图片相对而言比较纯净,又爬取了100张bag类别的图进行识别。" + ] + }, + { + "attachments": { 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![bag.png](attachment:bag.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "files = os.listdir('./codes/JDscraper/JDscraper/bag/full')\n", + "preds = []\n", + "for f in files:\n", + " img = Image.open('./codes/JDscraper/JDscraper/bag/full/'+f)\n", + " image = np.array(img.resize((28, 28)).convert('L'))\n", + " image = (255-image)/255.0\n", + " img_tensor = torch.from_numpy(np.array([np.array([image])], dtype=\"float32\"))\n", + " img_tensor = img_tensor.cuda()\n", + " label, poss = predict(fashion_model2, img_tensor)\n", + " preds.append(label)" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.81" + ] + }, + "execution_count": 65, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "preds.count(8)/len(preds)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "对爬取下来的bag类别的图的识别准确率能达到81%。可以看出,使用FashionMNIST训练出来的模型的抗干扰能力比较弱,当预测的输入值中存在其他干扰时,对识别准确率影响较大。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 6. 小结" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "    在这次任务中,我学习了卷积神经网络的结构,并通过Pytorch实现,可以看到,使用Pytorch仅需要将全连接神经网络的代码的网络部分稍加修改即可转换成卷积神经网络,开发速度很快。与前2次任务相比,FashionMNIST数据集的输入量较多(28x28),使用gpu计算加速效果明显。此外,针对训练过程中出现的过拟合现象,使用了Dropout技术进行缓解,进一步提高了模型识别的准确率。在使用训练的模型对真实场景中的图片进行识别的过程中发现,模型的抗干扰能力较弱,只有真实场景中的图片与FashionMNIST数据集中的图片相似时,才能得到一个比较准确的识别结果。" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.7" + }, + "main_language": "python" + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/report_03_Fashion/report03-服装分类.pdf b/report_03_Fashion/report03-服装分类.pdf new file mode 100644 index 0000000..11fd802 Binary files /dev/null and b/report_03_Fashion/report03-服装分类.pdf differ diff --git a/report_03_Fashion/report_template.ipynb b/report_03_Fashion/report_template.ipynb deleted file mode 100644 index 21eb1ce..0000000 --- a/report_03_Fashion/report_template.ipynb +++ /dev/null @@ -1,57 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Report - 报告题目\n", - "\n", - "* 姓名\n", - "* 学号\n", - "\n", - "\n", - "## 任务简介\n", - "\n", - "这里简述一下任务是什么;数据的格式,包含了什么数据;最终的目标是什么\n", - "\n", - "## 解决途径\n", - "\n", - "主要包括:\n", - "1. 问题的思考,整体的思路\n", - "2. 选用的方法,以及为何选用这些方法\n", - "3. 实现过程遇到的问题,以及如何解决的\n", - "4. 最终的结果,实验分析\n", - "\n", - "要求:\n", - "1. 数据的可视化\n", - "2. 程序,以及各个部分的解释、说明\n", - "3. 结果的可视化,精度等的分析\n", - "\n", - "## 总结\n", - "总结任务实现过程所取得的心得等。" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.5.2" - }, - "main_language": "python" - }, - "nbformat": 4, - "nbformat_minor": 2 -}