244_全连接卷积神经网络FCN.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 1. 全连接卷积神经网络FCN"
   ]
  },
  {
   "attachments": {
    "image.png": {
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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "① 1 * 1 卷积层来降低维度。\n",
    "\n",
    "② 转置卷积层把图片扩大，k是通道有多少类，通道数为类别数，则导致可以对每一个像素分类。"
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 2. 全连接卷积神经网络FCN "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import torch\n",
    "import torchvision\n",
    "from torch import nn\n",
    "from torch.nn import functional as F\n",
    "from d2l import torch as d2l"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[Sequential(\n",
       "   (0): BasicBlock(\n",
       "     (conv1): Conv2d(256, 512, kernel_size=(3, 3), stride=(2, 2), padding=(1, 1), bias=False)\n",
       "     (bn1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
       "     (relu): ReLU(inplace=True)\n",
       "     (conv2): Conv2d(512, 512, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n",
       "     (bn2): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
       "     (downsample): Sequential(\n",
       "       (0): Conv2d(256, 512, kernel_size=(1, 1), stride=(2, 2), bias=False)\n",
       "       (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
       "     )\n",
       "   )\n",
       "   (1): BasicBlock(\n",
       "     (conv1): Conv2d(512, 512, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n",
       "     (bn1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
       "     (relu): ReLU(inplace=True)\n",
       "     (conv2): Conv2d(512, 512, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n",
       "     (bn2): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
       "   )\n",
       " ),\n",
       " AdaptiveAvgPool2d(output_size=(1, 1)),\n",
       " Linear(in_features=512, out_features=1000, bias=True)]"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 使用在ImageNet数据集上预训练的ResNet18模型来提取图像特征\n",
    "pretrained_net = torchvision.models.resnet18(pretrained=True)\n",
    "# 使用list函数和children方法列出预训练模型的所有子层（这些子层通常是神经网络的层）\n",
    "# 然后使用Python的切片语法来取出最后三层\n",
    "# 这可以帮助我们理解模型的结构，特别是在我们打算对模型进行微调或者使用模型的某些层来提取特征时\n",
    "list(pretrained_net.children())[-3:] # 查看最后三层长什么样子"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "torch.Size([1, 512, 10, 15])"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 创建一个全卷积网络实例net\n",
    "# 使用预训练的ResNet18模型创建一个新的神经网络\n",
    "# 其中，\"*list(pretrained_net.children())[:-2]\"这段代码将ResNet18模型的所有子层（除了最后两层）作为新网络的层    \n",
    "# 这样，新网络实际上是ResNet18模型去掉最后两层后的版本\n",
    "# 这种方法常常用于迁移学习，即利用一个在大型数据集上训练过的模型的特征提取部分，来帮助我们处理新的任务\n",
    "net = nn.Sequential(*list(pretrained_net.children())[:-2]) # 去掉ResNet18最后两层\n",
    "# 创建一个形状为(1, 3, 320, 480)的随机张量，这可以看作是一张形状为(320, 480)，有三个颜色通道的图片\n",
    "# 这里的3代表图片的颜色通道数量（红、绿、蓝），320和480分别代表图片的高度和宽度\n",
    "# 随机张量的所有元素都是在[0, 1)之间随机生成的，可以看作是随机图片的像素值\n",
    "X = torch.rand(size=(1,3,320,480)) # 卷积核与输入大小无关，全连接层与输入大小有关\n",
    "# 将随机生成的图片输入到网络中，通过调用net(X)，进行前向传播\n",
    "# 打印输出张量的形状，输出的形状通常可以用于检查网络的结构是否正确\n",
    "# 对于全卷积网络，输出的宽度和高度通常会比输入的小，这是由于卷积和池化操作造成的\n",
    "# 在这个例子中，输出的宽度和高度应该是输入的1/32，这是由ResNet18的结构决定的\n",
    "net(X).shape  # 缩小32倍"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 使用1X1卷积层将输出通道数转换为Pascal VOC2012数据集的类数（21类）\n",
    "# 将要素地图的高度和宽度增加32倍\n",
    "# 定义目标数据集中的类别数量，这里的21表示Pascal VOC2012数据集中有21个类别，包括20个物体类别和一个背景类别\n",
    "num_classes = 21\n",
    "# 在网络末尾添加一个新的卷积层，这是一个1x1的卷积层，输入通道数为512（这是由前面的ResNet18模型决定的）\n",
    "# 输出通道数为我们定义的类别数量，即21\n",
    "# 1x1卷积层常用于改变通道数，即可以将前一层的特征图投影到一个新的空间，这个新的空间的维度即为卷积层的输出通道数\n",
    "net.add_module('final_conv',nn.Conv2d(512,num_classes,kernel_size=1))  \n",
    "# 图片放大32倍，所以stride为32\n",
    "# padding根据kernel要保证高宽不变的最小值，16 * 2 = 32，图片左右各padding\n",
    "# kernel为64，原本取图片32大小的一半，再加上padding的32，就相当于整个图片\n",
    "# 再添加一个转置卷积层，转置卷积也被称为反卷积，通常用于将小尺寸的特征图放大到原来的大小\n",
    "# 这里的输入和输出通道数都是num_classes，表示我们希望在放大的过程中保持通道数不变\n",
    "# kernel_size是64，stride是32，这意味着这一层将特征图的宽度和高度放大了32倍\n",
    "# padding是16，它用于在特征图的边缘添加额外的区域，使得输出的大小正好是输入的32倍\n",
    "net.add_module('transpose_conv', nn.ConvTranspose2d(num_classes,num_classes,kernel_size=64,padding=16,stride=32)) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 初始化转置卷积层\n",
    "\n",
    "# 双线性插值核的实现\n",
    "# 定义一个函数，用于初始化双线性插值核\n",
    "# 这个函数接受三个参数：输入通道数、输出通道数和核大小\n",
    "def bilinear_kernel(in_channels, out_channels, kernel_size):\n",
    "    # 计算双线性插值核中心点位置\n",
    "    # 计算双线性插值核的尺寸的一半，由于我们希望中心点位于核的中心，所以需要先计算核的一半大小\n",
    "    # 我们使用 // 运算符进行整数除法，确保结果为整数\n",
    "    factor = (kernel_size + 1) // 2\n",
    "    # 根据核的大小是奇数还是偶数，确定中心点的位置\n",
    "    # 如果核的大小是奇数，则中心点位于尺寸的一半减去1的位置，因为Python的索引从0开始，所以减去1\n",
    "    # 例如，如果核的大小是3，那么中心点应该位于1的位置，(3+1)//2 - 1 = 1\n",
    "    if kernel_size % 2 == 1:\n",
    "        center = factor - 1\n",
    "    # 如果核的大小是偶数，则中心点位于尺寸的一半减去0.5的位置\n",
    "    # 这是因为偶数大小的核没有明确的中心点，所以我们取中间两个元素的平均位置作为中心点\n",
    "    # 例如，如果核的大小是4，那么中心点应该位于1.5的位置，(4+1)//2 - 0.5 = 1.5\n",
    "    else:\n",
    "        center = factor - 0.5\n",
    "    # 创建一个矩阵，其元素的值等于其与中心点的距离\n",
    "    og = (torch.arange(kernel_size).reshape(-1,1),\n",
    "         torch.arange(kernel_size).reshape(1,-1))\n",
    "    # 计算双线性插值核，其值由中心点出发，向外线性衰减\n",
    "    filt = (1 - torch.abs(og[0] - center) / factor) * (1 - torch.abs(og[1] - center) / factor)    \n",
    "    # 初始化一个权重矩阵，大小为 (输入通道数, 输出通道数, 核大小, 核大小)\n",
    "    weight = torch.zeros((in_channels, out_channels, kernel_size, kernel_size))  \n",
    "    # 将双线性插值核的值赋给对应位置的权重\n",
    "    weight[range(in_channels),range(out_channels),:,:] = filt\n",
    "    # 返回初始化的权重矩阵，这个权重矩阵可以直接用于初始化转置卷积层的权重\n",
    "    return weight"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "input image shape: torch.Size([561, 728, 3])\n",
      "output image shape: torch.Size([1122, 1456, 3])\n"
     ]
    },
    {
     "data": {
      "text/plain": [
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     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
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\" y=\"-10.716782\"/>\r\n",
       "   </g>\r\n",
       "   <g id=\"matplotlib.axis_1\">\r\n",
       "    <g id=\"xtick_1\">\r\n",
       "     <g id=\"line2d_1\">\r\n",
       "      <defs>\r\n",
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   "source": [
    "# 双线性插值的上采样实验\n",
    "# 创建一个转置卷积层，输入和输出通道数都是3，这是因为我们处理的是RGB图片，每个颜色通道都需要进行处理\n",
    "# 核大小是4，步长是2，这意味着这个层将输入的宽度和高度放大了2倍\n",
    "# 设置bias为False，因为我们不需要偏置项\n",
    "conv_trans = nn.ConvTranspose2d(3,3,kernel_size=4,padding=1,stride=2,bias=False)  \n",
    "# 使用双线性插值核初始化转置卷积层的权重\n",
    "# 这里我们使用了copy_方法，这是一种就地操作，直接修改了原始张量的值\n",
    "conv_trans.weight.data.copy_(bilinear_kernel(3,3,4)) # 双线性核初始化权重\n",
    "# 使用torchvision.transforms.ToTensor()将一张JPEG格式的图片转换为张量\n",
    "img = torchvision.transforms.ToTensor()(d2l.Image.open('01_Data/03_catdog.jpg'))\n",
    "# 增加一个批次维度\n",
    "X = img.unsqueeze(0)\n",
    "# 将图片张量输入到转置卷积层中，得到上采样的结果\n",
    "Y = conv_trans(X)\n",
    "# 将输出结果转换为可以展示的格式，即(高度, 宽度, 颜色通道)的格式，并从计算图中分离出来，这样就可以转换为NumPy数组\n",
    "out_img = Y[0].permute(1,2,0).detach()\n",
    "# 设置展示图片的大小\n",
    "d2l.set_figsize()\n",
    "# 打印输入图片的形状\n",
    "print('input image shape:', img.permute(1,2,0).shape)\n",
    "# 展示图片\n",
    "d2l.plt.imshow(img.permute(1,2,0))\n",
    "# 打印输出图片的形状并展示图片\n",
    "# 可以看到，输出图片的宽度和高度都是输入的2倍，这正是我们设置的步长\n",
    "print('output image shape:',out_img.shape) # 输出被拉大了2倍\n",
    "# 并展示图片\n",
    "d2l.plt.imshow(out_img)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
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     "execution_count": 7,
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   "source": [
    "# 用双线性插值的上采样初始化转置卷积层\n",
    "# 对于1X1卷积层，我们使用Xavier初始化参数\n",
    "# 使用双线性插值核初始化转置卷积层的权重\n",
    "# num_classes是目标数据集中的类别数量，这里使用双线性插值核的尺寸为64\n",
    "W = bilinear_kernel(num_classes, num_classes, 64)\n",
    "# 将初始化的权重W复制给转置卷积层的权重\n",
    "# 使用copy_方法进行就地操作，直接修改原始张量的值\n",
    "net.transpose_conv.weight.data.copy_(W)"
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  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "read 1114 examples\n",
      "read 1078 examples\n"
     ]
    }
   ],
   "source": [
    "# 读取数据集\n",
    "# 设置批处理大小和图像裁剪大小\n",
    "# 批处理大小 (batch_size) 是一次训练迭代中同时处理的样本数量，这个参数影响模型训练的速度和效果\n",
    "# 裁剪大小 (crop_size) 是输入模型的图像尺寸，需要和模型的输入层尺寸匹配，不同的模型可能需要不同尺寸的输入\n",
    "batch_size, crop_size = 32, (320,480)\n",
    "# 使用 d2l.load_data_voc 函数读取VOC2012数据集\n",
    "# 此函数将会返回训练和测试的数据迭代器，数据迭代器可以按批次产生数据，方便训练模型\n",
    "# 在读取数据的过程中，图像会被裁剪到设定的尺寸，并且会进行一些常规的数据增强操作，如随机裁剪、随机翻转等\n",
    "train_iter, test_iter = d2l.load_data_voc(batch_size, crop_size)"
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   "metadata": {
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     "text": [
      "loss 0.413, train acc 0.870, test acc 0.853\n",
      "89.1 examples/sec on [device(type='cuda', index=0)]\n"
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   "source": [
    "# 训练\n",
    "# 定义损失函数，这里使用交叉熵损失\n",
    "# inputs 是网络的预测输出，targets 是真实标签\n",
    "# 交叉熵损失会对每个像素的预测结果进行评估，然后计算平均损失\n",
    "# 使用reduction='none'选项禁止了损失的自动平均或求和，所以我们需要手动计算均值\n",
    "def loss(inputs, targets):\n",
    "    # 原先是对一个label做预测，算出一个值，现在是对图片里所有的label做预测，所有的像素都有值，loss为一个矩阵  \n",
    "    # .mean(1).mean(1) 使得高做一下均值，对宽做一下均值，每个图片获得一个loss值\n",
    "    return F.cross_entropy(inputs, targets, reduction='none').mean(1).mean(1)    \n",
    "\n",
    "# 设置训练参数：训练轮次(num_epochs)、学习率(lr)、权重衰减(wd)和设备(devices)\n",
    "# 这里使用了所有可用的GPU进行训练，如果没有可用的GPU，将使用CPU\n",
    "num_epochs, lr, wd, devices = 5, 0.001, 1e-3, d2l.try_all_gpus()\n",
    "# 初始化优化器，这里使用随机梯度下降（SGD）优化器\n",
    "# 优化器会更新模型的参数以最小化损失函数\n",
    "# 参数lr是学习率，权重衰减(wd)有助于防止模型过拟合\n",
    "trainer = torch.optim.SGD(net.parameters(), lr=lr, weight_decay=wd)\n",
    "# 调用d2l.train_ch13函数进行训练\n",
    "# 这个函数会在每个训练轮次中遍历训练数据，然后在测试数据上评估模型的性能\n",
    "# 损失函数和优化器用于指导模型的训练\n",
    "d2l.train_ch13(net, train_iter, test_iter, loss, trainer, num_epochs, devices)   "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 预测\n",
    "# 定义预测函数，输入参数img是待预测的图像\n",
    "def predict(img):\n",
    "    # 首先，对图像进行归一化处理，并添加一个批量维度，以匹配模型的输入需求\n",
    "    # normalize_image函数会对图像的每个像素进行归一化处理，使其值在0到1之间\n",
    "    # unsqueeze(0)是在第一个维度（批量维度）添加一个新的维度\n",
    "    X = test_iter.dataset.normalize_image(img).unsqueeze(0)\n",
    "    # 之后，将预处理后的图像输入到模型中进行预测\n",
    "    # 将图像数据移动到设备（如GPU）上\n",
    "    # 使用argmax(dim=1)找出预测结果中概率最大的类别，返回这个类别的索引\n",
    "    pred = net(X.to(devices[0])).argmax(dim=1) # 通道维度做argmax，因此得到每一个像素预测的标号  \n",
    "    # 最后，将预测结果的形状改变成与原始图像相同的形状\n",
    "    # 通过reshape函数将预测结果的形状改为(高度,宽度)，这样每个像素都有一个对应的类别标签\n",
    "    return pred.reshape(pred.shape[1],pred.shape[2]) # 跟图片高宽等同的一个矩阵  "
   ]
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   "execution_count": 11,
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   "source": [
    "# 可视化预测的类别\n",
    "# 定义一个函数将预测的类别转换为图像\n",
    "def label2image(pred):\n",
    "    # 使用VOC_COLORMAP将类别转换为RGB颜色\n",
    "    # VOC_COLORMAP是一个列表，其中包含21种不同的RGB颜色，每种颜色对应一个物体类别\n",
    "    colormap = torch.tensor(d2l.VOC_COLORMAP, device=devices[0])# 把类别的RGB值做成一个tensor\n",
    "    # 将预测的结果转换为long型以对应颜色映射的索引\n",
    "    X = pred.long() # 把预测值做成一个index\n",
    "    # 根据类别索引找到对应的颜色\n",
    "    return colormap[X,:] # 把预测的RGB值画出来\n",
    "# 下载并解压VOC2012数据集\n",
    "voc_dir = d2l.download_extract('voc2012','VOCdevkit/VOC2012')\n",
    "# 读取VOC2012数据集的测试图像和标签\n",
    "test_images, test_labels = d2l.read_voc_images(voc_dir, False)\n",
    "# n设定为4，表示要处理4个图像。imgs：这是一个空的列表，它将被用来存储图像。\n",
    "n, imgs = 4, []\n",
    "# 循环预测4个测试样本并将预测结果转换为图像\n",
    "for i in range(n):\n",
    "    # 设置裁剪的区域\n",
    "    crop_rect = (0,0,320,480)\n",
    "    # 对图像进行裁剪\n",
    "    X = torchvision.transforms.functional.crop(test_images[i], *crop_rect)  \n",
    "    # 预测裁剪后的图像，并将预测结果转换为图像\n",
    "    pred = label2image(predict(X)) # 预测转成图片\n",
    "    # 将原图，预测的图像和标签图像加入到imgs列表中\n",
    "    imgs += [X.permute(1,2,0), pred.cpu(), torchvision.transforms.functional.crop(test_labels[i],*crop_rect).permute(1,2,0)]\n",
    "# 显示原图、预测的图像和标签图像    \n",
    "d2l.show_images(imgs[::3] + imgs[1::3] + imgs[2::3],3,n,scale=2) # 第二行为预测，第三行为真实标号"
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}