17th May

CIFAR1-Training-02.ipynb

{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "name": "003-main_85-55.ipynb",
      "provenance": [],
      "collapsed_sections": []
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "accelerator": "GPU"
  },
  "cells": [
    {
      "cell_type": "code",
      "metadata": {
        "id": "7AOajBLo7bDx",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "import os\n",
        "os.chdir(\"drive/My Drive/EVA/Session07/cifar10/Session-07\")"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "_YP0h06b74lx",
        "colab_type": "code",
        "outputId": "f2aba564-a3f0-411d-91ec-54444a5bedf0",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 70
        }
      },
      "source": [
        "!ls"
      ],
      "execution_count": 2,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "003-main_85-55.ipynb  data     losses\tnetworks     README.md\n",
            "checkpoints\t      dataset  main.py\tnotebooks    requirements.txt\n",
            "configs\t\t      images   models\t__pycache__  utils.py\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "SMIoQIzu75te",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "from __future__ import print_function\n",
        "import json\n",
        "import os\n",
        "\n",
        "curr_dir = os.curdir"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "nEWuNwEdT2UU",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "config_file = os.path.join(curr_dir,\"configs/resnet_config.json\")"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Qk7QM2ZLlnDE",
        "colab_type": "code",
        "outputId": "eaec3c57-4639-4ed6-ee11-2c8230ca294a",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 72
        }
      },
      "source": [
        "from main import TrainNetwork"
      ],
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "/usr/local/lib/python3.6/dist-packages/statsmodels/tools/_testing.py:19: FutureWarning: pandas.util.testing is deprecated. Use the functions in the public API at pandas.testing instead.\n",
            "  import pandas.util.testing as tm\n"
          ],
          "name": "stderr"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "3TtuaMC9luHM",
        "colab_type": "code",
        "outputId": "7382fec7-5d69-408c-b457-57565ab462c4",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        }
      },
      "source": [
        "trainNet = TrainNetwork(config_file)"
      ],
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Number of GPU's available : 1\n",
            "GPU device name : Tesla T4\n",
            "Files already downloaded and verified\n",
            "Files already downloaded and verified\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",
            "            Conv2d-3           [-1, 64, 32, 32]          36,864\n",
            "       BatchNorm2d-4           [-1, 64, 32, 32]             128\n",
            "            Conv2d-5           [-1, 64, 32, 32]          36,864\n",
            "       BatchNorm2d-6           [-1, 64, 32, 32]             128\n",
            "        BasicBlock-7           [-1, 64, 32, 32]               0\n",
            "            Conv2d-8           [-1, 64, 32, 32]          36,864\n",
            "       BatchNorm2d-9           [-1, 64, 32, 32]             128\n",
            "           Conv2d-10           [-1, 64, 32, 32]          36,864\n",
            "      BatchNorm2d-11           [-1, 64, 32, 32]             128\n",
            "       BasicBlock-12           [-1, 64, 32, 32]               0\n",
            "           Conv2d-13          [-1, 128, 16, 16]          73,728\n",
            "      BatchNorm2d-14          [-1, 128, 16, 16]             256\n",
            "           Conv2d-15          [-1, 128, 16, 16]         147,456\n",
            "      BatchNorm2d-16          [-1, 128, 16, 16]             256\n",
            "           Conv2d-17          [-1, 128, 16, 16]           8,192\n",
            "      BatchNorm2d-18          [-1, 128, 16, 16]             256\n",
            "       BasicBlock-19          [-1, 128, 16, 16]               0\n",
            "           Conv2d-20          [-1, 128, 16, 16]         147,456\n",
            "      BatchNorm2d-21          [-1, 128, 16, 16]             256\n",
            "           Conv2d-22          [-1, 128, 16, 16]         147,456\n",
            "      BatchNorm2d-23          [-1, 128, 16, 16]             256\n",
            "       BasicBlock-24          [-1, 128, 16, 16]               0\n",
            "           Conv2d-25            [-1, 256, 8, 8]         294,912\n",
            "      BatchNorm2d-26            [-1, 256, 8, 8]             512\n",
            "           Conv2d-27            [-1, 256, 8, 8]         589,824\n",
            "      BatchNorm2d-28            [-1, 256, 8, 8]             512\n",
            "           Conv2d-29            [-1, 256, 8, 8]          32,768\n",
            "      BatchNorm2d-30            [-1, 256, 8, 8]             512\n",
            "       BasicBlock-31            [-1, 256, 8, 8]               0\n",
            "           Conv2d-32            [-1, 256, 8, 8]         589,824\n",
            "      BatchNorm2d-33            [-1, 256, 8, 8]             512\n",
            "           Conv2d-34            [-1, 256, 8, 8]         589,824\n",
            "      BatchNorm2d-35            [-1, 256, 8, 8]             512\n",
            "       BasicBlock-36            [-1, 256, 8, 8]               0\n",
            "           Conv2d-37            [-1, 512, 4, 4]       1,179,648\n",
            "      BatchNorm2d-38            [-1, 512, 4, 4]           1,024\n",
            "           Conv2d-39            [-1, 512, 4, 4]       2,359,296\n",
            "      BatchNorm2d-40            [-1, 512, 4, 4]           1,024\n",
            "           Conv2d-41            [-1, 512, 4, 4]         131,072\n",
            "      BatchNorm2d-42            [-1, 512, 4, 4]           1,024\n",
            "       BasicBlock-43            [-1, 512, 4, 4]               0\n",
            "           Conv2d-44            [-1, 512, 4, 4]       2,359,296\n",
            "      BatchNorm2d-45            [-1, 512, 4, 4]           1,024\n",
            "           Conv2d-46            [-1, 512, 4, 4]       2,359,296\n",
            "      BatchNorm2d-47            [-1, 512, 4, 4]           1,024\n",
            "       BasicBlock-48            [-1, 512, 4, 4]               0\n",
            "           Linear-49                   [-1, 10]           5,130\n",
            "================================================================\n",
            "Total params: 11,173,962\n",
            "Trainable params: 11,173,962\n",
            "Non-trainable params: 0\n",
            "----------------------------------------------------------------\n",
            "Input size (MB): 0.01\n",
            "Forward/backward pass size (MB): 11.25\n",
            "Params size (MB): 42.63\n",
            "Estimated Total Size (MB): 53.89\n",
            "----------------------------------------------------------------\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "RgRCYdwylzuU",
        "colab_type": "code",
        "outputId": "e4dcc90c-c589-4949-8907-6539f32d3b54",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 714
        }
      },
      "source": [
        "trainNet.visulaize_dataset()"
      ],
      "execution_count": 7,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 720x720 with 30 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "rs2hL-Ail9fo",
        "colab_type": "code",
        "outputId": "1b56f6bb-5034-4e74-8d1b-5b7a3623ec5f",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        }
      },
      "source": [
        "trainNet.start()"
      ],
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "\r  0%|          | 0/391 [00:00<?, ?it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "EPOCH : 1\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "loss=8.306625366210938 batch_id=390: 100%|██████████| 391/391 [00:58<00:00,  6.64it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "\n",
            "  TRAIN avg loss: 0.0786 train acc: 23.9000\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "  0%|          | 0/391 [00:00<?, ?it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "  Best Model Saved!!!\n",
            "\n",
            "\n",
            "\n",
            "  TEST avg loss: 0.0136 test acc: 34.0100\n",
            "\n",
            "\n",
            "EPOCH : 2\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "loss=6.914183616638184 batch_id=390: 100%|██████████| 391/391 [01:00<00:00,  6.51it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "\n",
            "  TRAIN avg loss: 0.0581 train acc: 40.9320\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "  0%|          | 0/391 [00:00<?, ?it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "  Best Model Saved!!!\n",
            "\n",
            "\n",
            "\n",
            "  TEST avg loss: 0.0121 test acc: 44.9800\n",
            "\n",
            "\n",
            "EPOCH : 3\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "loss=5.048914909362793 batch_id=390: 100%|██████████| 391/391 [01:00<00:00,  6.42it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "\n",
            "  TRAIN avg loss: 0.0447 train acc: 51.1320\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "  0%|          | 0/391 [00:00<?, ?it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "  Best Model Saved!!!\n",
            "\n",
            "\n",
            "\n",
            "  TEST avg loss: 0.0094 test acc: 56.0900\n",
            "\n",
            "\n",
            "EPOCH : 4\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "loss=3.977705478668213 batch_id=390: 100%|██████████| 391/391 [01:01<00:00,  6.40it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "\n",
            "  TRAIN avg loss: 0.0352 train acc: 60.2320\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "  0%|          | 0/391 [00:00<?, ?it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "\n",
            "  TEST avg loss: 0.0139 test acc: 43.1100\n",
            "\n",
            "\n",
            "EPOCH : 5\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "loss=3.8932371139526367 batch_id=390: 100%|██████████| 391/391 [01:01<00:00,  6.36it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "\n",
            "  TRAIN avg loss: 0.0304 train acc: 64.4300\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "  0%|          | 0/391 [00:00<?, ?it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "\n",
            "  TEST avg loss: 0.0109 test acc: 55.9500\n",
            "\n",
            "\n",
            "EPOCH : 6\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "loss=3.8501381874084473 batch_id=390: 100%|██████████| 391/391 [01:01<00:00,  6.36it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "\n",
            "  TRAIN avg loss: 0.0276 train acc: 68.7240\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "  0%|          | 0/391 [00:00<?, ?it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "  Best Model Saved!!!\n",
            "\n",
            "\n",
            "\n",
            "  TEST avg loss: 0.0084 test acc: 63.4600\n",
            "\n",
            "\n",
            "EPOCH : 7\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "loss=3.131617307662964 batch_id=390: 100%|██████████| 391/391 [01:01<00:00,  6.38it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "\n",
            "  TRAIN avg loss: 0.0269 train acc: 70.2280\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "  0%|          | 0/391 [00:00<?, ?it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "\n",
            "  TEST avg loss: 0.0100 test acc: 58.4100\n",
            "\n",
            "\n",
            "EPOCH : 8\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "loss=3.483578681945801 batch_id=390: 100%|██████████| 391/391 [01:01<00:00,  6.38it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "\n",
            "  TRAIN avg loss: 0.0264 train acc: 71.8840\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "  0%|          | 0/391 [00:00<?, ?it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "\n",
            "  TEST avg loss: 0.0085 test acc: 62.9200\n",
            "\n",
            "\n",
            "EPOCH : 9\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "loss=3.006228446960449 batch_id=390: 100%|██████████| 391/391 [01:01<00:00,  6.41it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "\n",
            "  TRAIN avg loss: 0.0261 train acc: 73.3360\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "  0%|          | 0/391 [00:00<?, ?it/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "  Best Model Saved!!!\n",
            "\n",
            "\n",
            "\n",
            "  TEST avg loss: 0.0072 test acc: 67.8400\n",
            "\n",
            "\n",
            "EPOCH : 10\n",
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            "\n",
            "  TEST avg loss: 0.0026 test acc: 88.7800\n",
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            "\n",
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            "\n",
            "  TEST avg loss: 0.0026 test acc: 89.2000\n",
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            "  TRAIN avg loss: 0.0112 train acc: 96.4000\n",
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            "\n",
            "\n",
            "\n",
            "  TEST avg loss: 0.0025 test acc: 89.2600\n",
            "\n",
            "\n",
            "EPOCH : 34\n",
            "\n"
          ],
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        },
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            "  TRAIN avg loss: 0.0110 train acc: 96.6580\n",
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            "\n",
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            "EPOCH : 35\n",
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            "  TRAIN avg loss: 0.0108 train acc: 96.9040\n",
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            "\n",
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            "\n",
            "  TEST avg loss: 0.0025 test acc: 89.3400\n",
            "\n",
            "\n",
            "EPOCH : 36\n",
            "\n"
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            "  TRAIN avg loss: 0.0107 train acc: 96.9960\n",
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            "\n",
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            "\n",
            "  TEST avg loss: 0.0025 test acc: 89.4600\n",
            "\n",
            "\n",
            "EPOCH : 37\n",
            "\n"
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            "  TRAIN avg loss: 0.0105 train acc: 97.2740\n",
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            "  TEST avg loss: 0.0026 test acc: 89.2500\n",
            "\n",
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            "EPOCH : 38\n",
            "\n"
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            "\n",
            "  TRAIN avg loss: 0.0104 train acc: 97.4340\n",
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            "\n",
            "\n",
            "\n",
            "  TEST avg loss: 0.0025 test acc: 89.5900\n",
            "\n",
            "\n",
            "EPOCH : 39\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
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            "loss=1.2982760667800903 batch_id=390: 100%|██████████| 391/391 [01:00<00:00,  6.51it/s]"
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            "\n",
            "  TRAIN avg loss: 0.0103 train acc: 97.4120\n",
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            "  TEST avg loss: 0.0026 test acc: 89.3100\n",
            "\n",
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            "EPOCH : 40\n",
            "\n"
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            "  TRAIN avg loss: 0.0102 train acc: 97.5620\n",
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            "\n",
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            "EPOCH : 41\n",
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            "  TRAIN avg loss: 0.0099 train acc: 97.9060\n",
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            "  TEST avg loss: 0.0027 test acc: 88.9600\n",
            "\n",
            "\n",
            "EPOCH : 44\n",
            "\n"
          ],
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            "  TRAIN avg loss: 0.0098 train acc: 97.9980\n",
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            "  TEST avg loss: 0.0027 test acc: 89.1700\n",
            "\n",
            "\n",
            "EPOCH : 45\n",
            "\n"
          ],
          "name": "stdout"
        },
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            "  TRAIN avg loss: 0.0097 train acc: 98.0100\n",
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            "  TEST avg loss: 0.0027 test acc: 89.5400\n",
            "\n",
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            "EPOCH : 46\n",
            "\n"
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            "\n",
            "\n",
            "\n",
            "  TEST avg loss: 0.0026 test acc: 89.7400\n",
            "\n",
            "\n",
            "EPOCH : 47\n",
            "\n"
          ],
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        },
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            "  TRAIN avg loss: 0.0095 train acc: 98.5000\n",
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            "  TEST avg loss: 0.0026 test acc: 89.6800\n",
            "\n",
            "\n",
            "EPOCH : 48\n",
            "\n"
          ],
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        },
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            "\n",
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            "  TRAIN avg loss: 0.0094 train acc: 98.6580\n",
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            "\n",
            "\n",
            "\n",
            "  TEST avg loss: 0.0026 test acc: 89.7800\n",
            "\n",
            "\n",
            "EPOCH : 49\n",
            "\n"
          ],
          "name": "stdout"
        },
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            "  TRAIN avg loss: 0.0094 train acc: 98.6180\n",
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            "  TEST avg loss: 0.0027 test acc: 89.7100\n",
            "\n",
            "\n",
            "EPOCH : 50\n",
            "\n"
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            "  TRAIN avg loss: 0.0094 train acc: 98.5500\n",
            "\n"
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            "\n"
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        {
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            "  TEST avg loss: 0.0027 test acc: 89.6300\n",
            "\n"
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      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "fFqNqydamBx0",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "from main import PostAnalysis"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Cu2pvXo3obYD",
        "colab_type": "code",
        "outputId": "5fe4d055-1a26-4a44-ed4a-d6c337dedb9c",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        }
      },
      "source": [
        "a = PostAnalysis(config_file)"
      ],
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Number of GPU's available : 1\n",
            "GPU device name : Tesla T4\n",
            "Files already downloaded and verified\n",
            "Files already downloaded and verified\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",
            "            Conv2d-3           [-1, 64, 32, 32]          36,864\n",
            "       BatchNorm2d-4           [-1, 64, 32, 32]             128\n",
            "            Conv2d-5           [-1, 64, 32, 32]          36,864\n",
            "       BatchNorm2d-6           [-1, 64, 32, 32]             128\n",
            "        BasicBlock-7           [-1, 64, 32, 32]               0\n",
            "            Conv2d-8           [-1, 64, 32, 32]          36,864\n",
            "       BatchNorm2d-9           [-1, 64, 32, 32]             128\n",
            "           Conv2d-10           [-1, 64, 32, 32]          36,864\n",
            "      BatchNorm2d-11           [-1, 64, 32, 32]             128\n",
            "       BasicBlock-12           [-1, 64, 32, 32]               0\n",
            "           Conv2d-13          [-1, 128, 16, 16]          73,728\n",
            "      BatchNorm2d-14          [-1, 128, 16, 16]             256\n",
            "           Conv2d-15          [-1, 128, 16, 16]         147,456\n",
            "      BatchNorm2d-16          [-1, 128, 16, 16]             256\n",
            "           Conv2d-17          [-1, 128, 16, 16]           8,192\n",
            "      BatchNorm2d-18          [-1, 128, 16, 16]             256\n",
            "       BasicBlock-19          [-1, 128, 16, 16]               0\n",
            "           Conv2d-20          [-1, 128, 16, 16]         147,456\n",
            "      BatchNorm2d-21          [-1, 128, 16, 16]             256\n",
            "           Conv2d-22          [-1, 128, 16, 16]         147,456\n",
            "      BatchNorm2d-23          [-1, 128, 16, 16]             256\n",
            "       BasicBlock-24          [-1, 128, 16, 16]               0\n",
            "           Conv2d-25            [-1, 256, 8, 8]         294,912\n",
            "      BatchNorm2d-26            [-1, 256, 8, 8]             512\n",
            "           Conv2d-27            [-1, 256, 8, 8]         589,824\n",
            "      BatchNorm2d-28            [-1, 256, 8, 8]             512\n",
            "           Conv2d-29            [-1, 256, 8, 8]          32,768\n",
            "      BatchNorm2d-30            [-1, 256, 8, 8]             512\n",
            "       BasicBlock-31            [-1, 256, 8, 8]               0\n",
            "           Conv2d-32            [-1, 256, 8, 8]         589,824\n",
            "      BatchNorm2d-33            [-1, 256, 8, 8]             512\n",
            "           Conv2d-34            [-1, 256, 8, 8]         589,824\n",
            "      BatchNorm2d-35            [-1, 256, 8, 8]             512\n",
            "       BasicBlock-36            [-1, 256, 8, 8]               0\n",
            "           Conv2d-37            [-1, 512, 4, 4]       1,179,648\n",
            "      BatchNorm2d-38            [-1, 512, 4, 4]           1,024\n",
            "           Conv2d-39            [-1, 512, 4, 4]       2,359,296\n",
            "      BatchNorm2d-40            [-1, 512, 4, 4]           1,024\n",
            "           Conv2d-41            [-1, 512, 4, 4]         131,072\n",
            "      BatchNorm2d-42            [-1, 512, 4, 4]           1,024\n",
            "       BasicBlock-43            [-1, 512, 4, 4]               0\n",
            "           Conv2d-44            [-1, 512, 4, 4]       2,359,296\n",
            "      BatchNorm2d-45            [-1, 512, 4, 4]           1,024\n",
            "           Conv2d-46            [-1, 512, 4, 4]       2,359,296\n",
            "      BatchNorm2d-47            [-1, 512, 4, 4]           1,024\n",
            "       BasicBlock-48            [-1, 512, 4, 4]               0\n",
            "           Linear-49                   [-1, 10]           5,130\n",
            "================================================================\n",
            "Total params: 11,173,962\n",
            "Trainable params: 11,173,962\n",
            "Non-trainable params: 0\n",
            "----------------------------------------------------------------\n",
            "Input size (MB): 0.01\n",
            "Forward/backward pass size (MB): 11.25\n",
            "Params size (MB): 42.63\n",
            "Estimated Total Size (MB): 53.89\n",
            "----------------------------------------------------------------\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "iJUwpETOoeGM",
        "colab_type": "code",
        "outputId": "dbc7a5d9-a3a7-489f-e83e-3032f7bd48cf",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 605
        }
      },
      "source": [
        "a.show_validation_graph()"
      ],
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 720x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Le6qSWJSbWGg",
        "colab_type": "code",
        "outputId": "d0a55078-ccfd-4e74-fc73-d6dad5ed8126",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 605
        }
      },
      "source": [
        "a.show_validation_graph(type_=\"loss\")"
      ],
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 720x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "hpiq6ttmpUEi",
        "colab_type": "code",
        "outputId": "34ba2992-0a0f-4ccf-b0ff-27717cfba192",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 728
        }
      },
      "source": [
        "a.show_misclassified_images()"
      ],
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 720x720 with 25 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "XJbga_GZqGTW",
        "colab_type": "code",
        "outputId": "8d2f67ab-64d9-47a0-d465-4ad7ed87d49d",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 194
        }
      },
      "source": [
        "a.show_per_class_accuracy()"
      ],
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "plane\t\t90.400002\n",
            "car\t\t95.300003\n",
            "bird\t\t84.900002\n",
            "cat\t\t77.000000\n",
            "deer\t\t89.400002\n",
            "dog\t\t83.699997\n",
            "frog\t\t92.699997\n",
            "horse\t\t91.099998\n",
            "ship\t\t93.300003\n",
            "truck\t\t93.000000\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "0kJKV8-3tLxS",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        ""
      ],
      "execution_count": 0,
      "outputs": []
    }
  ]
}