[데이터분석캡스톤디자인]Faster_RCNN_성능_평가_및_시각화.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": "5q3kMyjGBuai"
      },
      "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": "272EzEYQ3zjz"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "train_learning_rate_list = [] # Learning Rate\n",
        "train_accuracy_list = [] # Accuracy\n",
        "train_loss_cls_list = [] # Classification Loss\n",
        "train_loss_bbox_list = [] # Bbox Regression Loss\n",
        "train_loss_list = [] # Total Loss\n",
        "train_loss_rpn_cls_list = [] # RPN Classification Loss\n",
        "train_loss_rpn_bbox_list = [] # RPN Bbox Regression Loss"
      ],
      "metadata": {
        "id": "nfUvICdp5KlG"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "val_learning_rate_list = [] # Learning Rate\n",
        "val_ap50_list = [] # AP50 (IOU50 적용시 Average Precision)\n",
        "val_map_list = [] # mAP"
      ],
      "metadata": {
        "id": "MA77tIjl5MU4"
      },
      "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",
        "      if (oneJsonData[\"mode\"] == 'train'):\n",
        "        train_learning_rate_list.append(oneJsonData[\"lr\"]) # Learning Rate\n",
        "        train_accuracy_list.append(oneJsonData[\"acc\"]) # Accuracy\n",
        "        train_loss_cls_list.append(oneJsonData[\"loss_cls\"]) # Classification Loss\n",
        "        train_loss_bbox_list.append(oneJsonData[\"loss_bbox\"]) # Bbox Regression Loss\n",
        "        train_loss_list.append(oneJsonData[\"loss\"]) # Total Loss\n",
        "        train_loss_rpn_cls_list.append(oneJsonData[\"loss_rpn_cls\"]) # RPN Classification Loss\n",
        "        train_loss_rpn_bbox_list.append(oneJsonData[\"loss_rpn_bbox\"]) # RPN Bbox Regression Loss\n",
        "\n",
        "      elif (oneJsonData[\"mode\"] == 'val'):\n",
        "        val_learning_rate_list.append(oneJsonData['lr']) # Learning Rate\n",
        "        val_ap50_list.append(oneJsonData['AP50']) # AP50 (IOU50 적용시 Average Precision)\n",
        "        val_map_list.append(oneJsonData['mAP']) # mAP\n",
        "\n",
        "    return train_learning_rate_list, train_accuracy_list, train_loss_cls_list, train_loss_bbox_list, train_loss_list, train_loss_rpn_cls_list, train_loss_rpn_bbox_list, val_learning_rate_list, val_ap50_list, val_map_list"
      ],
      "metadata": {
        "id": "Yd6_6zRT_o2A"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "getInformationsFromLogFile(\"/content/data/arranged_None_log.json\")"
      ],
      "metadata": {
        "id": "Wabo7RWHALgp",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "0387262e-113d-4105-fe90-6fad6dcefcc6"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "  0.00328,\n",
              "  0.00369,\n",
              "  0.00278,\n",
              "  0.0032,\n",
              "  0.00357,\n",
              "  0.00335,\n",
              "  0.00304,\n",
              "  0.00243,\n",
              "  0.00364,\n",
              "  0.00349,\n",
              "  0.00253,\n",
              "  0.00301,\n",
              "  0.00284,\n",
              "  0.00243,\n",
              "  0.00274,\n",
              "  0.00275,\n",
              "  0.00346,\n",
              "  0.00347,\n",
              "  0.00341,\n",
              "  0.00292,\n",
              "  0.00448,\n",
              "  0.00288,\n",
              "  0.0032,\n",
              "  0.00306,\n",
              "  0.00368,\n",
              "  0.0048,\n",
              "  0.00319,\n",
              "  0.00415,\n",
              "  0.00285,\n",
              "  0.00436,\n",
              "  0.00329,\n",
              "  0.00254,\n",
              "  0.00261,\n",
              "  0.00254,\n",
              "  0.00391,\n",
              "  0.00321,\n",
              "  0.00287,\n",
              "  0.00293,\n",
              "  0.00361,\n",
              "  0.00445,\n",
              "  0.00355,\n",
              "  0.00353,\n",
              "  0.00389,\n",
              "  0.00356,\n",
              "  0.00284,\n",
              "  0.00334,\n",
              "  0.00358,\n",
              "  0.00344,\n",
              "  0.00307,\n",
              "  0.00395,\n",
              "  0.0025,\n",
              "  0.00331,\n",
              "  0.00365,\n",
              "  0.00267,\n",
              "  0.00337,\n",
              "  0.00272,\n",
              "  0.00345,\n",
              "  0.00296,\n",
              "  0.00416,\n",
              "  0.00301,\n",
              "  0.00355,\n",
              "  0.00271,\n",
              "  0.00286,\n",
              "  0.00273],\n",
              " [0.0025, 0.0025, 0.0025, 0.0025, 0.0025, 0.0025, 0.0025, 0.0025, 0.00025],\n",
              " [0.727, 0.766, 0.806, 0.819, 0.854, 0.881, 0.89, 0.892, 0.916],\n",
              " [0.72733,\n",
              "  0.76645,\n",
              "  0.80554,\n",
              "  0.81879,\n",
              "  0.85401,\n",
              "  0.8811,\n",
              "  0.89036,\n",
              "  0.89212,\n",
              "  0.91571])"
            ]
          },
          "metadata": {},
          "execution_count": 7
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "len(train_accuracy_list)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Qdn6MPJM9c_g",
        "outputId": "1f320157-b8f3-40e5-fb6b-b6214f3dbfc8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "678"
            ]
          },
          "metadata": {},
          "execution_count": 11
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "len(val_map_list)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "I_LDUbKQ9q31",
        "outputId": "25449851-b210-49e9-b01b-bc4a26d7768e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "9"
            ]
          },
          "metadata": {},
          "execution_count": 12
        }
      ]
    },
    {
      "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(\"example\", fontsize=10)\n",
        "ax1.set_ylabel(\"train_learning_rate\", fontsize=10)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 661
        },
        "id": "Q-eTA2bI9ut6",
        "outputId": "f3c293b4-037a-4a39-ad27-6e69f52769f0"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0, 0.5, 'train_learning_rate')"
            ]
          },
          "metadata": {},
          "execution_count": 42
        },
        {
          "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_accuracy_list)\n",
        "ax1.set_title(\"train_accuracy\", fontsize=10)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 637
        },
        "id": "hy3mMT6h_36M",
        "outputId": "525c365a-0ab6-443a-f054-b555aa530beb"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'train_accuracy')"
            ]
          },
          "metadata": {},
          "execution_count": 26
        },
        {
          "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_loss_cls_list)\n",
        "ax1.set_title(\"train_loss_cls\", fontsize=10)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 637
        },
        "id": "Y84lY2OaAAD2",
        "outputId": "3c680eb4-f0d4-44af-8fac-b7eaf340a4a0"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'train_loss_cls')"
            ]
          },
          "metadata": {},
          "execution_count": 27
        },
        {
          "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_loss_bbox_list)\n",
        "ax1.set_title(\"train_loss_bbox\", fontsize=10)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 637
        },
        "id": "L3JqE766AAGk",
        "outputId": "cd600a70-a2fb-4479-8981-d1c666f8be48"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'train_loss_bbox')"
            ]
          },
          "metadata": {},
          "execution_count": 28
        },
        {
          "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_loss_list)\n",
        "ax1.set_title(\"train_loss\", fontsize=10)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 637
        },
        "id": "xqwmCXujAAJI",
        "outputId": "f401cdce-4aea-43fd-b1cc-e283fe9c41f0"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'train_loss')"
            ]
          },
          "metadata": {},
          "execution_count": 29
        },
        {
          "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_loss_rpn_cls_list)\n",
        "ax1.set_title(\"train_loss_rpn_cls\", fontsize=10)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 637
        },
        "id": "EzyIDclMAALW",
        "outputId": "58dde8e3-b6f1-4451-9488-2cc0004522f2"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'train_loss_rpn_cls')"
            ]
          },
          "metadata": {},
          "execution_count": 30
        },
        {
          "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_loss_rpn_bbox_list)\n",
        "ax1.set_title(\"train_loss_rpn_bbox\", fontsize=10)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 637
        },
        "id": "e2KHJzG5AANf",
        "outputId": "86785151-ad4c-4d56-a462-3e64521dcee2"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'train_loss_rpn_bbox')"
            ]
          },
          "metadata": {},
          "execution_count": 31
        },
        {
          "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(val_learning_rate_list)\n",
        "ax1.set_title(\"val_learning_rate\", fontsize=10)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 637
        },
        "id": "I8sG6z4_AAP5",
        "outputId": "b5e59139-2c8c-4245-8759-e11d29cccab3"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'val_learning_rate')"
            ]
          },
          "metadata": {},
          "execution_count": 32
        },
        {
          "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(val_ap50_list)\n",
        "ax1.set_title(\"val_AP50\", fontsize=10)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 637
        },
        "id": "LB2rP98-AKeZ",
        "outputId": "1e500a27-17a2-473b-8a9b-75d1c6c99e7d"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'val_AP50')"
            ]
          },
          "metadata": {},
          "execution_count": 36
        },
        {
          "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(val_map_list)\n",
        "ax1.set_title(\"val_mAP\", fontsize=10)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 637
        },
        "id": "7B7wHizLAKgm",
        "outputId": "8f4c2c4c-c142-41f9-ce93-767f67ee662d"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'val_mAP')"
            ]
          },
          "metadata": {},
          "execution_count": 35
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 700x700 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    }
  ]
}