[데이터분석캡스톤디자인]DeepSORT_성능평가(ReID_Model).ipynb

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  "metadata": {
    "colab": {
      "provenance": []
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "cells": [
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "Gk26VN1oNDSr"
      },
      "outputs": [],
      "source": [
        "!mkdir /content/data"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n",
        "import numpy as np\n",
        "\n",
        "%matplotlib inline"
      ],
      "metadata": {
        "id": "qeOzbJyrNJXQ"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "train_learning_rate_list = []\n",
        "train_triplet_loss_list = []\n",
        "train_ce_loss_list = []\n",
        "train_top_1_accuracy_list = []\n",
        "train_total_loss_list = []"
      ],
      "metadata": {
        "id": "yxn7mXi2NJbI"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "import json\n",
        "\n",
        "def getInformationsFromLogFile(filePath):\n",
        "  with open(filePath) as file:\n",
        "    oneJsonFile = json.load(file)\n",
        "\n",
        "    for oneJsonData in oneJsonFile:\n",
        "      train_learning_rate_list.append(oneJsonData[\"lr\"])\n",
        "      train_triplet_loss_list.append(oneJsonData[\"triplet_loss\"])\n",
        "      train_ce_loss_list.append(oneJsonData[\"ce_loss\"])\n",
        "      train_top_1_accuracy_list.append(oneJsonData[\"top-1\"])\n",
        "      train_total_loss_list.append(oneJsonData[\"loss\"])\n",
        "\n",
        "    return train_learning_rate_list, train_triplet_loss_list, train_ce_loss_list, train_top_1_accuracy_list, train_total_loss_list"
      ],
      "metadata": {
        "id": "QDrf-7IpNJdu"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "getInformationsFromLogFile(\"/content/data/fixed_reid_log.json\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "sSjTtBsUNJgr",
        "outputId": "5062f43b-d47a-48ad-8d2b-d8504cdb6dba"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "  0.02472,\n",
              "  0.05086,\n",
              "  0.01174,\n",
              "  0.027,\n",
              "  0.02592,\n",
              "  0.00435,\n",
              "  0.00969,\n",
              "  0.07821,\n",
              "  0.03567,\n",
              "  0.02141,\n",
              "  0.04844,\n",
              "  0.03213,\n",
              "  0.02699,\n",
              "  0.19298,\n",
              "  0.05315,\n",
              "  0.03948,\n",
              "  0.02071,\n",
              "  0.03754,\n",
              "  0.002,\n",
              "  0.01637,\n",
              "  0.0119,\n",
              "  0.04676,\n",
              "  0.02146,\n",
              "  0.01661,\n",
              "  0.02901,\n",
              "  0.00216,\n",
              "  0.02758,\n",
              "  0.05804,\n",
              "  0.0274,\n",
              "  0.00893,\n",
              "  0.01094,\n",
              "  0.00153,\n",
              "  0.0258,\n",
              "  0.01385,\n",
              "  0.00191,\n",
              "  0.00853,\n",
              "  0.01398,\n",
              "  0.00363,\n",
              "  0.01653,\n",
              "  0.00263,\n",
              "  0.00123,\n",
              "  0.00448,\n",
              "  0.00673,\n",
              "  0.00808,\n",
              "  0.00294,\n",
              "  0.0016,\n",
              "  0.00488,\n",
              "  0.00086,\n",
              "  0.00708,\n",
              "  0.01116,\n",
              "  0.00769,\n",
              "  0.00736,\n",
              "  0.00077,\n",
              "  0.00408,\n",
              "  0.00253,\n",
              "  0.05214,\n",
              "  0.05352,\n",
              "  0.0129,\n",
              "  0.00954,\n",
              "  0.00108,\n",
              "  0.07618,\n",
              "  0.04303,\n",
              "  0.01886,\n",
              "  0.00678,\n",
              "  0.00599,\n",
              "  0.00247,\n",
              "  0.03968,\n",
              "  0.00578,\n",
              "  0.01358,\n",
              "  0.00481,\n",
              "  0.0029,\n",
              "  0.00087,\n",
              "  0.00112,\n",
              "  0.00096,\n",
              "  0.00356,\n",
              "  0.00066,\n",
              "  0.00512,\n",
              "  0.00057,\n",
              "  0.00044,\n",
              "  0.00056,\n",
              "  0.01416,\n",
              "  0.07537,\n",
              "  0.00715])"
            ]
          },
          "metadata": {},
          "execution_count": 5
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "len(train_learning_rate_list)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "YPfrkwonQMD8",
        "outputId": "75fc2148-ec03-475e-cd48-5f9cf254792b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "285"
            ]
          },
          "metadata": {},
          "execution_count": 10
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "fig = plt.figure(figsize=(7, 7), facecolor='linen')\n",
        "\n",
        "ax1 = fig.add_subplot(1, 1, 1) # 행 1개, 열 1개 중 첫번째 오브젝트 선택\n",
        "ax1.plot(train_learning_rate_list)\n",
        "ax1.set_title(\"Learning rate trend during model training\", fontsize=15)\n",
        "ax1.set_xlabel(\"epoch\", fontsize=10)\n",
        "ax1.set_ylabel(\"learning_rate\", fontsize=10)\n",
        "ax1.set_xticks([0, 19, 38, 57, 76, 95, 114, 133, 152, 171, 190, 209, 228, 247, 266])\n",
        "ax1.set_xticklabels([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 915
        },
        "id": "JVXXx5CCNJi8",
        "outputId": "93a095e9-884a-416b-a961-d564ca6d2257"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[Text(0, 0, '1'),\n",
              " Text(19, 0, '2'),\n",
              " Text(38, 0, '3'),\n",
              " Text(57, 0, '4'),\n",
              " Text(76, 0, '5'),\n",
              " Text(95, 0, '6'),\n",
              " Text(114, 0, '7'),\n",
              " Text(133, 0, '8'),\n",
              " Text(152, 0, '9'),\n",
              " Text(171, 0, '10'),\n",
              " Text(190, 0, '11'),\n",
              " Text(209, 0, '12'),\n",
              " Text(228, 0, '13'),\n",
              " Text(247, 0, '14'),\n",
              " Text(266, 0, '15')]"
            ]
          },
          "metadata": {},
          "execution_count": 21
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 700x700 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "fig = plt.figure(figsize=(7, 7), facecolor='linen')\n",
        "\n",
        "ax1 = fig.add_subplot(1, 1, 1) # 행 1개, 열 1개 중 첫번째 오브젝트 선택\n",
        "ax1.plot(train_triplet_loss_list)\n",
        "ax1.set_title(\"Triplet loss trend during model training\", fontsize=15)\n",
        "ax1.set_xlabel(\"epoch\", fontsize=10)\n",
        "ax1.set_ylabel(\"triplet_loss\", fontsize=10)\n",
        "ax1.set_xticks([0, 19, 38, 57, 76, 95, 114, 133, 152, 171, 190, 209, 228, 247, 266])\n",
        "ax1.set_xticklabels([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 915
        },
        "id": "m2asvM_jNJk8",
        "outputId": "3cc6006e-0997-4c7a-e57e-a093258cc31b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[Text(0, 0, '1'),\n",
              " Text(19, 0, '2'),\n",
              " Text(38, 0, '3'),\n",
              " Text(57, 0, '4'),\n",
              " Text(76, 0, '5'),\n",
              " Text(95, 0, '6'),\n",
              " Text(114, 0, '7'),\n",
              " Text(133, 0, '8'),\n",
              " Text(152, 0, '9'),\n",
              " Text(171, 0, '10'),\n",
              " Text(190, 0, '11'),\n",
              " Text(209, 0, '12'),\n",
              " Text(228, 0, '13'),\n",
              " Text(247, 0, '14'),\n",
              " Text(266, 0, '15')]"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 700x700 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "fig = plt.figure(figsize=(7, 7), facecolor='linen')\n",
        "\n",
        "ax1 = fig.add_subplot(1, 1, 1) # 행 1개, 열 1개 중 첫번째 오브젝트 선택\n",
        "ax1.plot(train_ce_loss_list)\n",
        "ax1.set_title(\"Cross Entropy loss trend during model training\", fontsize=15)\n",
        "ax1.set_xlabel(\"epoch\", fontsize=10)\n",
        "ax1.set_ylabel(\"ce_loss\", fontsize=10)\n",
        "ax1.set_xticks([0, 19, 38, 57, 76, 95, 114, 133, 152, 171, 190, 209, 228, 247, 266])\n",
        "ax1.set_xticklabels([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 915
        },
        "id": "4RbVs86PNJnY",
        "outputId": "85ceb03f-63b5-4675-8590-c9358cc41e5c"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[Text(0, 0, '1'),\n",
              " Text(19, 0, '2'),\n",
              " Text(38, 0, '3'),\n",
              " Text(57, 0, '4'),\n",
              " Text(76, 0, '5'),\n",
              " Text(95, 0, '6'),\n",
              " Text(114, 0, '7'),\n",
              " Text(133, 0, '8'),\n",
              " Text(152, 0, '9'),\n",
              " Text(171, 0, '10'),\n",
              " Text(190, 0, '11'),\n",
              " Text(209, 0, '12'),\n",
              " Text(228, 0, '13'),\n",
              " Text(247, 0, '14'),\n",
              " Text(266, 0, '15')]"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 700x700 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "fig = plt.figure(figsize=(7, 7), facecolor='linen')\n",
        "\n",
        "ax1 = fig.add_subplot(1, 1, 1) # 행 1개, 열 1개 중 첫번째 오브젝트 선택\n",
        "ax1.plot(train_top_1_accuracy_list)\n",
        "ax1.set_title(\"Top1 accuracy trend during model training\", fontsize=15)\n",
        "ax1.set_xlabel(\"epoch\", fontsize=10)\n",
        "ax1.set_ylabel(\"top_1_accuracy\", fontsize=10)\n",
        "ax1.set_xticks([0, 19, 38, 57, 76, 95, 114, 133, 152, 171, 190, 209, 228, 247, 266])\n",
        "ax1.set_xticklabels([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 915
        },
        "id": "9suteRXLRPuC",
        "outputId": "7915612e-dfad-49d0-b498-183053078142"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[Text(0, 0, '1'),\n",
              " Text(19, 0, '2'),\n",
              " Text(38, 0, '3'),\n",
              " Text(57, 0, '4'),\n",
              " Text(76, 0, '5'),\n",
              " Text(95, 0, '6'),\n",
              " Text(114, 0, '7'),\n",
              " Text(133, 0, '8'),\n",
              " Text(152, 0, '9'),\n",
              " Text(171, 0, '10'),\n",
              " Text(190, 0, '11'),\n",
              " Text(209, 0, '12'),\n",
              " Text(228, 0, '13'),\n",
              " Text(247, 0, '14'),\n",
              " Text(266, 0, '15')]"
            ]
          },
          "metadata": {},
          "execution_count": 18
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 700x700 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "fig = plt.figure(figsize=(7, 7), facecolor='linen')\n",
        "\n",
        "ax1 = fig.add_subplot(1, 1, 1) # 행 1개, 열 1개 중 첫번째 오브젝트 선택\n",
        "ax1.plot(train_total_loss_list)\n",
        "ax1.set_title(\"Total loss trend during model training\", fontsize=15)\n",
        "ax1.set_xlabel(\"epoch\", fontsize=10)\n",
        "ax1.set_ylabel(\"total_loss\", fontsize=10)\n",
        "ax1.set_xticks([0, 19, 38, 57, 76, 95, 114, 133, 152, 171, 190, 209, 228, 247, 266])\n",
        "ax1.set_xticklabels([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 915
        },
        "id": "Emj9h9NbRm6-",
        "outputId": "baba0c8a-4147-4b00-cee6-87ffbe4e72b8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[Text(0, 0, '1'),\n",
              " Text(19, 0, '2'),\n",
              " Text(38, 0, '3'),\n",
              " Text(57, 0, '4'),\n",
              " Text(76, 0, '5'),\n",
              " Text(95, 0, '6'),\n",
              " Text(114, 0, '7'),\n",
              " Text(133, 0, '8'),\n",
              " Text(152, 0, '9'),\n",
              " Text(171, 0, '10'),\n",
              " Text(190, 0, '11'),\n",
              " Text(209, 0, '12'),\n",
              " Text(228, 0, '13'),\n",
              " Text(247, 0, '14'),\n",
              " Text(266, 0, '15')]"
            ]
          },
          "metadata": {},
          "execution_count": 22
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 700x700 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    }
  ]
}