pytorch_custom_resnet.ipynb

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      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
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      "source": [
        "<a href=\"https://colab.research.google.com/github/RohinSequeira/EVA6_Session9_resnets_and_higher_receptive_fields/blob/main/pytorch_custom_resnet.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "2wdkbWXMvcwV"
      },
      "source": [
        "# Custom Resnet Architecture"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "sbFH8bnyIaxR"
      },
      "source": [
        "#!rm -rf pytorch_cifar10"
      ],
      "execution_count": 1,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "tRwqtHoeIaxS",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "e9bd1511-a854-4e4f-a22e-517d439a17e3"
      },
      "source": [
        "!pip install torch\n",
        "!pip install torchsummary"
      ],
      "execution_count": 2,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Requirement already satisfied: torch in /usr/local/lib/python3.7/dist-packages (1.9.0+cu102)\n",
            "Requirement already satisfied: typing-extensions in /usr/local/lib/python3.7/dist-packages (from torch) (3.7.4.3)\n",
            "Requirement already satisfied: torchsummary in /usr/local/lib/python3.7/dist-packages (1.5.1)\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "aPvWU8s3_ks5"
      },
      "source": [
        "import torch\n",
        "import torch.optim as optim\n",
        "\n",
        "from torchsummary import summary\n",
        "from torch.optim.lr_scheduler import StepLR, OneCycleLR, ReduceLROnPlateau\n",
        "\n",
        "import os\n",
        "import numpy as np"
      ],
      "execution_count": 3,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "9Xpy-dXzH7HZ"
      },
      "source": [
        "%%capture\n",
        "!git clone https://github.com/RohinSequeira/pytorch_cifar10.git\n",
        "!pip install albumentations==1.0.0"
      ],
      "execution_count": 4,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "pHm16q55IM8W"
      },
      "source": [
        "from pytorch_cifar10 import main as main\n",
        "from pytorch_cifar10.model import custom_resnet as models\n",
        "from pytorch_cifar10.utils import utils as utils\n",
        "from pytorch_cifar10.utils.gradcam import generate_gradcam, plot_gradcam_images\n",
        "from pytorch_cifar10.utils.CLR import CLR\n",
        "from pytorch_cifar10.utils.OneCycle import OneCycle"
      ],
      "execution_count": 5,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "TliiIlE4vj2M"
      },
      "source": [
        "## Data Loader & Albumentations"
      ]
    },
    {
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      "source": [
        "norm_mean,norm_std = utils.cifar10_mean_std()\n",
        "train_transform, test_transform = utils.get_transforms_custom_resnet(norm_mean,norm_std)\n",
        "\n",
        "# Extract and transform the data\n",
        "train_set,test_set = utils.get_datasets(train_transform,test_transform)\n",
        "\n",
        "# Targets -> ('plane', 'car', 'bird', 'cat', 'deer', 'dog', 'frog', 'horse', 'ship', 'truck')\n",
        "classes = train_set.classes\n",
        "\n",
        "# Dataloader Arguments & Test/Train Dataloaders - Load part of ETL\n",
        "train_loader,test_loader = utils.get_dataloaders(train_set,test_set)"
      ],
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Downloading https://www.cs.toronto.edu/~kriz/cifar-10-python.tar.gz to ./data/cifar-10-python.tar.gz\n"
          ],
          "name": "stdout"
        },
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              "version_minor": 0,
              "version_major": 2
            },
            "text/plain": [
              "HBox(children=(FloatProgress(value=0.0, max=170498071.0), HTML(value='')))"
            ]
          },
          "metadata": {
            "tags": []
          }
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "Extracting ./data/cifar-10-python.tar.gz to ./data\n",
            "Files already downloaded and verified\n",
            "(0.492, 0.483, 0.447) (0.247, 0.243, 0.262)\n",
            "Files already downloaded and verified\n",
            "Files already downloaded and verified\n",
            "CUDA Available? True\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 263
        },
        "id": "jBtdiktX0Pbe",
        "outputId": "391826ec-e9eb-434c-afa7-d5a33dfa016b"
      },
      "source": [
        "# Explore sample images\n",
        "utils.show_sample_images(train_loader, classes, .5, .25, num_of_images = 10)"
      ],
      "execution_count": 7,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n",
            "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n",
            "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "Displaying 10 images\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n",
            "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n",
            "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n"
          ],
          "name": "stderr"
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1440x1440 with 10 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "QHRxx3OxvqEv"
      },
      "source": [
        "## Model Summary"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "nSdnO8CDMf4R",
        "outputId": "df167b3b-0468-465d-b203-93010c76a0a5"
      },
      "source": [
        "# Model summary\n",
        "use_cuda = torch.cuda.is_available()\n",
        "device = torch.device(\"cuda\" if use_cuda else \"cpu\")\n",
        "print(device)\n",
        "model = models.ResNet().to(device)\n",
        "summary(model, input_size=(3, 32, 32))"
      ],
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "cuda\n",
            "----------------------------------------------------------------\n",
            "        Layer (type)               Output Shape         Param #\n",
            "================================================================\n",
            "            Conv2d-1           [-1, 64, 32, 32]           1,728\n",
            "       BatchNorm2d-2           [-1, 64, 32, 32]             128\n",
            "              ReLU-3           [-1, 64, 32, 32]               0\n",
            "            Conv2d-4          [-1, 128, 32, 32]          73,728\n",
            "         MaxPool2d-5          [-1, 128, 16, 16]               0\n",
            "       BatchNorm2d-6          [-1, 128, 16, 16]             256\n",
            "              ReLU-7          [-1, 128, 16, 16]               0\n",
            "            Conv2d-8          [-1, 128, 16, 16]         147,456\n",
            "       BatchNorm2d-9          [-1, 128, 16, 16]             256\n",
            "             ReLU-10          [-1, 128, 16, 16]               0\n",
            "           Conv2d-11          [-1, 128, 16, 16]         147,456\n",
            "      BatchNorm2d-12          [-1, 128, 16, 16]             256\n",
            "             ReLU-13          [-1, 128, 16, 16]               0\n",
            "           Conv2d-14          [-1, 256, 16, 16]         294,912\n",
            "        MaxPool2d-15            [-1, 256, 8, 8]               0\n",
            "      BatchNorm2d-16            [-1, 256, 8, 8]             512\n",
            "             ReLU-17            [-1, 256, 8, 8]               0\n",
            "           Conv2d-18            [-1, 512, 8, 8]       1,179,648\n",
            "        MaxPool2d-19            [-1, 512, 4, 4]               0\n",
            "      BatchNorm2d-20            [-1, 512, 4, 4]           1,024\n",
            "             ReLU-21            [-1, 512, 4, 4]               0\n",
            "           Conv2d-22            [-1, 512, 4, 4]       2,359,296\n",
            "      BatchNorm2d-23            [-1, 512, 4, 4]           1,024\n",
            "             ReLU-24            [-1, 512, 4, 4]               0\n",
            "           Conv2d-25            [-1, 512, 4, 4]       2,359,296\n",
            "      BatchNorm2d-26            [-1, 512, 4, 4]           1,024\n",
            "             ReLU-27            [-1, 512, 4, 4]               0\n",
            "        MaxPool2d-28            [-1, 512, 1, 1]               0\n",
            "           Linear-29                   [-1, 10]           5,130\n",
            "================================================================\n",
            "Total params: 6,573,130\n",
            "Trainable params: 6,573,130\n",
            "Non-trainable params: 0\n",
            "----------------------------------------------------------------\n",
            "Input size (MB): 0.01\n",
            "Forward/backward pass size (MB): 6.44\n",
            "Params size (MB): 25.07\n",
            "Estimated Total Size (MB): 31.53\n",
            "----------------------------------------------------------------\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "eKQkHyc_vtXo"
      },
      "source": [
        "## Training & Testing the Model"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "G2fYK_Dhmjdo",
        "outputId": "55a72cc9-91d4-4500-86c5-4bcddecdccd8"
      },
      "source": [
        "!pip install torch-lr-finder"
      ],
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Collecting torch-lr-finder\n",
            "  Downloading https://files.pythonhosted.org/packages/ea/51/1a869067989a0fdaf18e49f0ee3aebfcb63470525245aac7dc390cfc676a/torch_lr_finder-0.2.1-py3-none-any.whl\n",
            "Requirement already satisfied: packaging in /usr/local/lib/python3.7/dist-packages (from torch-lr-finder) (21.0)\n",
            "Requirement already satisfied: torch>=0.4.1 in /usr/local/lib/python3.7/dist-packages (from torch-lr-finder) (1.9.0+cu102)\n",
            "Requirement already satisfied: matplotlib in /usr/local/lib/python3.7/dist-packages (from torch-lr-finder) (3.2.2)\n",
            "Requirement already satisfied: tqdm in /usr/local/lib/python3.7/dist-packages (from torch-lr-finder) (4.41.1)\n",
            "Requirement already satisfied: numpy in /usr/local/lib/python3.7/dist-packages (from torch-lr-finder) (1.19.5)\n",
            "Requirement already satisfied: pyparsing>=2.0.2 in /usr/local/lib/python3.7/dist-packages (from packaging->torch-lr-finder) (2.4.7)\n",
            "Requirement already satisfied: typing-extensions in /usr/local/lib/python3.7/dist-packages (from torch>=0.4.1->torch-lr-finder) (3.7.4.3)\n",
            "Requirement already satisfied: kiwisolver>=1.0.1 in /usr/local/lib/python3.7/dist-packages (from matplotlib->torch-lr-finder) (1.3.1)\n",
            "Requirement already satisfied: python-dateutil>=2.1 in /usr/local/lib/python3.7/dist-packages (from matplotlib->torch-lr-finder) (2.8.1)\n",
            "Requirement already satisfied: cycler>=0.10 in /usr/local/lib/python3.7/dist-packages (from matplotlib->torch-lr-finder) (0.10.0)\n",
            "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.7/dist-packages (from python-dateutil>=2.1->matplotlib->torch-lr-finder) (1.15.0)\n",
            "Installing collected packages: torch-lr-finder\n",
            "Successfully installed torch-lr-finder-0.2.1\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "T9VIV9TBmw3y"
      },
      "source": [
        "optimizer = optim.SGD(model.parameters(), lr=0.01, momentum=0.9, weight_decay=0.002)\n",
        "criterion = torch.nn.CrossEntropyLoss()"
      ],
      "execution_count": 14,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "c2EjYUnmmzvF"
      },
      "source": [
        "from pytorch_cifar10.utils import lr_finder"
      ],
      "execution_count": 15,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 385,
          "referenced_widgets": [
            "74ac887deb924e8cacb913128f839401",
            "54c5282d0dc4426a9cab93caa18a7783",
            "b276857f46b24da29a69bb13be507696",
            "385883d6d7fd4c708ba8910979d0113b",
            "3f12337b95b44acbaa61e093b07227d6",
            "2de0884875354d6a89577da9aa70947d",
            "0fb6f26fda4d47ea8eff81493db4530a",
            "8e48ec5ec2014f5aaa5688beba4599d7"
          ]
        },
        "id": "lSRA2CMODbI0",
        "outputId": "7f4e7bfb-7396-4163-f75c-97d7818b0e55"
      },
      "source": [
        "epochs=24\n",
        "max_lr = lr_finder.find_lr(model, train_loader, test_loader, epochs, optimizer, criterion, device)"
      ],
      "execution_count": 16,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "74ac887deb924e8cacb913128f839401",
              "version_minor": 0,
              "version_major": 2
            },
            "text/plain": [
              "HBox(children=(FloatProgress(value=0.0, max=480.0), HTML(value='')))"
            ]
          },
          "metadata": {
            "tags": []
          }
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "Learning rate search finished. See the graph with {finder_name}.plot()\n",
            "LR suggestion: steepest gradient\n",
            "Suggested LR: 5.50E-02\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "il3xh7K2DapS",
        "outputId": "89ae0b12-c178-4351-b7d3-478d7aa966f3"
      },
      "source": [
        "print(max_lr)"
      ],
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "0.05501043841336117\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "IDfQEl3Q_hDd",
        "outputId": "1bf98219-0afa-4767-a69e-2fddd73c0f09"
      },
      "source": [
        "EPOCH = 24\n",
        "MAX_EPOCH=5\n",
        "batch_size = 512\n",
        "l1_factor = 0\n",
        "l2_factor = 0.0001\n",
        "lr_value = 0.001\n",
        "mt_val = 0.9\n",
        "\n",
        "cuda = torch.cuda.is_available()\n",
        "device = torch.device(\"cuda\" if cuda else \"cpu\")\n",
        "\n",
        "utils.seed_everything(1)\n",
        "\n",
        "model = models.ResNet().to(device)\n",
        "optimizer = optim.SGD(model.parameters(), lr=0.01, momentum=0.9, weight_decay=0.002)\n",
        "scheduler = OneCycleLR(optimizer, max_lr=max_lr, steps_per_epoch=len(train_loader), epochs=EPOCH, pct_start=(MAX_EPOCH/EPOCH), div_factor=8)\n",
        "\n",
        "print(\"------------------------------------------\")\n",
        "train_loss, test_loss, train_acc, test_acc = main.main(EPOCH, model, device, train_loader, test_loader, optimizer, scheduler, l1_factor)"
      ],
      "execution_count": 18,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "------------------------------------------\n",
            "\n",
            "Epoch 1 : \n",
            "Train set: Average loss: 1.3702, Accuracy: 32.88\n",
            "\n",
            "Test set: Average loss: 0.003, Accuracy: 45.80\n",
            "\n",
            "Epoch 2 : \n",
            "Train set: Average loss: 1.2244, Accuracy: 52.07\n",
            "\n",
            "Test set: Average loss: 0.002, Accuracy: 60.82\n",
            "\n",
            "Epoch 3 : \n",
            "Train set: Average loss: 1.0451, Accuracy: 61.94\n",
            "\n",
            "Test set: Average loss: 0.002, Accuracy: 69.26\n",
            "\n",
            "Epoch 4 : \n",
            "Train set: Average loss: 0.8514, Accuracy: 70.11\n",
            "\n",
            "Test set: Average loss: 0.002, Accuracy: 72.19\n",
            "\n",
            "Epoch 5 : \n",
            "Train set: Average loss: 0.6583, Accuracy: 75.31\n",
            "\n",
            "Test set: Average loss: 0.002, Accuracy: 67.19\n",
            "\n",
            "Epoch 6 : \n",
            "Train set: Average loss: 0.4510, Accuracy: 78.86\n",
            "\n",
            "Test set: Average loss: 0.002, Accuracy: 72.43\n",
            "\n",
            "Epoch 7 : \n",
            "Train set: Average loss: 0.4529, Accuracy: 81.01\n",
            "\n",
            "Test set: Average loss: 0.001, Accuracy: 78.88\n",
            "\n",
            "Epoch 8 : \n",
            "Train set: Average loss: 0.5118, Accuracy: 83.11\n",
            "\n",
            "Test set: Average loss: 0.001, Accuracy: 78.03\n",
            "\n",
            "Epoch 9 : \n",
            "Train set: Average loss: 0.4669, Accuracy: 84.90\n",
            "\n",
            "Test set: Average loss: 0.001, Accuracy: 81.38\n",
            "\n",
            "Epoch 10 : \n",
            "Train set: Average loss: 0.4460, Accuracy: 86.06\n",
            "\n",
            "Test set: Average loss: 0.001, Accuracy: 81.36\n",
            "\n",
            "Epoch 11 : \n",
            "Train set: Average loss: 0.4558, Accuracy: 87.04\n",
            "\n",
            "Test set: Average loss: 0.001, Accuracy: 81.88\n",
            "\n",
            "Epoch 12 : \n",
            "Train set: Average loss: 0.3746, Accuracy: 87.90\n",
            "\n",
            "Test set: Average loss: 0.001, Accuracy: 82.37\n",
            "\n",
            "Epoch 13 : \n",
            "Train set: Average loss: 0.3672, Accuracy: 88.37\n",
            "\n",
            "Test set: Average loss: 0.001, Accuracy: 82.19\n",
            "\n",
            "Epoch 14 : \n",
            "Train set: Average loss: 0.3021, Accuracy: 88.95\n",
            "\n",
            "Test set: Average loss: 0.001, Accuracy: 86.21\n",
            "\n",
            "Epoch 15 : \n",
            "Train set: Average loss: 0.3010, Accuracy: 89.92\n",
            "\n",
            "Test set: Average loss: 0.001, Accuracy: 84.96\n",
            "\n",
            "Epoch 16 : \n",
            "Train set: Average loss: 0.2863, Accuracy: 90.75\n",
            "\n",
            "Test set: Average loss: 0.001, Accuracy: 83.70\n",
            "\n",
            "Epoch 17 : \n",
            "Train set: Average loss: 0.2100, Accuracy: 91.34\n",
            "\n",
            "Test set: Average loss: 0.001, Accuracy: 85.48\n",
            "\n",
            "Epoch 18 : \n",
            "Train set: Average loss: 0.2264, Accuracy: 92.79\n",
            "\n",
            "Test set: Average loss: 0.001, Accuracy: 85.13\n",
            "\n",
            "Epoch 19 : \n",
            "Train set: Average loss: 0.1590, Accuracy: 94.05\n",
            "\n",
            "Test set: Average loss: 0.001, Accuracy: 89.68\n",
            "\n",
            "Epoch 20 : \n",
            "Train set: Average loss: 0.1448, Accuracy: 95.31\n",
            "\n",
            "Test set: Average loss: 0.001, Accuracy: 89.41\n",
            "\n",
            "Epoch 21 : \n",
            "Train set: Average loss: 0.1201, Accuracy: 96.59\n",
            "\n",
            "Test set: Average loss: 0.001, Accuracy: 90.90\n",
            "\n",
            "Epoch 22 : \n",
            "Train set: Average loss: 0.0752, Accuracy: 97.69\n",
            "\n",
            "Test set: Average loss: 0.000, Accuracy: 91.91\n",
            "\n",
            "Epoch 23 : \n",
            "Train set: Average loss: 0.0556, Accuracy: 98.30\n",
            "\n",
            "Test set: Average loss: 0.000, Accuracy: 92.01\n",
            "\n",
            "Epoch 24 : \n",
            "Train set: Average loss: 0.0630, Accuracy: 98.48\n",
            "\n",
            "Test set: Average loss: 0.000, Accuracy: 92.09\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "O2hCFUlpukZk"
      },
      "source": [
        "## Accuracy and Loss Plots"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 717
        },
        "id": "ueIgMLf5jN3N",
        "outputId": "8a5866c6-d85f-42c4-9823-ece9ccfa74c4"
      },
      "source": [
        "utils.valid_accuracy_loss_plots(train_loss, train_acc, test_loss, test_acc)"
      ],
      "execution_count": 19,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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            "text/plain": [
              "<Figure size 1800x1080 with 4 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "_Yo_11F0t_U0"
      },
      "source": [
        "## Misclassified images"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "NlQR0DfKOIQC"
      },
      "source": [
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns"
      ],
      "execution_count": 20,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 587
        },
        "id": "0z2-n6BBiAa8",
        "outputId": "c68726f8-7456-4ee6-da00-b93d80deb459"
      },
      "source": [
        "misclassified_images = utils.wrong_predictions(model,test_loader, norm_mean, norm_std, classes, device)"
      ],
      "execution_count": 21,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Total wrong predictions are 791\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 720x864 with 20 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "J0QJIAmdtxid"
      },
      "source": [
        ""
      ],
      "execution_count": null,
      "outputs": []
    }
  ]
}