Initial_commit.ipynb

{
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  "nbformat_minor": 0,
  "metadata": {
    "kernelspec": {
      "display_name": "Python (manual)",
      "language": "python",
      "name": "tensorflow"
    },
    "language_info": {
      "codemirror_mode": {
        "name": "ipython",
        "version": 3
      },
      "file_extension": ".py",
      "mimetype": "text/x-python",
      "name": "python",
      "nbconvert_exporter": "python",
      "pygments_lexer": "ipython3",
      "version": "3.8.5"
    },
    "colab": {
      "name": "Initial_commit.ipynb",
      "provenance": [],
      "collapsed_sections": []
    },
    "accelerator": "GPU"
  },
  "cells": [
    {
      "cell_type": "code",
      "metadata": {
        "id": "GqSHj_vQvEi-"
      },
      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "import tensorflow as tf\n",
        "import matplotlib.pyplot as plt\n",
        "import matplotlib as m"
      ],
      "execution_count": 159,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "0hwAstdO2yr8",
        "outputId": "dba03dbe-12fe-43d6-9081-084eb34a7520"
      },
      "source": [
        "!pip install matplotlib==3.3.1"
      ],
      "execution_count": 160,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Requirement already satisfied: matplotlib==3.3.1 in /usr/local/lib/python3.6/dist-packages (3.3.1)\n",
            "Requirement already satisfied: certifi>=2020.06.20 in /usr/local/lib/python3.6/dist-packages (from matplotlib==3.3.1) (2020.12.5)\n",
            "Requirement already satisfied: cycler>=0.10 in /usr/local/lib/python3.6/dist-packages (from matplotlib==3.3.1) (0.10.0)\n",
            "Requirement already satisfied: pyparsing!=2.0.4,!=2.1.2,!=2.1.6,>=2.0.3 in /usr/local/lib/python3.6/dist-packages (from matplotlib==3.3.1) (2.4.7)\n",
            "Requirement already satisfied: numpy>=1.15 in /usr/local/lib/python3.6/dist-packages (from matplotlib==3.3.1) (1.19.5)\n",
            "Requirement already satisfied: python-dateutil>=2.1 in /usr/local/lib/python3.6/dist-packages (from matplotlib==3.3.1) (2.8.1)\n",
            "Requirement already satisfied: kiwisolver>=1.0.1 in /usr/local/lib/python3.6/dist-packages (from matplotlib==3.3.1) (1.3.1)\n",
            "Requirement already satisfied: pillow>=6.2.0 in /usr/local/lib/python3.6/dist-packages (from matplotlib==3.3.1) (7.0.0)\n",
            "Requirement already satisfied: six in /usr/local/lib/python3.6/dist-packages (from cycler>=0.10->matplotlib==3.3.1) (1.15.0)\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "bi7VeG454W5W",
        "outputId": "3bc00f4a-373f-453b-99d1-b695268e9d2a"
      },
      "source": [
        "!pip install -U keras-tuner"
      ],
      "execution_count": 161,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Requirement already up-to-date: keras-tuner in /usr/local/lib/python3.6/dist-packages (1.0.2)\n",
            "Requirement already satisfied, skipping upgrade: tabulate in /usr/local/lib/python3.6/dist-packages (from keras-tuner) (0.8.7)\n",
            "Requirement already satisfied, skipping upgrade: colorama in /usr/local/lib/python3.6/dist-packages (from keras-tuner) (0.4.4)\n",
            "Requirement already satisfied, skipping upgrade: numpy in /usr/local/lib/python3.6/dist-packages (from keras-tuner) (1.19.5)\n",
            "Requirement already satisfied, skipping upgrade: future in /usr/local/lib/python3.6/dist-packages (from keras-tuner) (0.16.0)\n",
            "Requirement already satisfied, skipping upgrade: tqdm in /usr/local/lib/python3.6/dist-packages (from keras-tuner) (4.41.1)\n",
            "Requirement already satisfied, skipping upgrade: packaging in /usr/local/lib/python3.6/dist-packages (from keras-tuner) (20.8)\n",
            "Requirement already satisfied, skipping upgrade: requests in /usr/local/lib/python3.6/dist-packages (from keras-tuner) (2.23.0)\n",
            "Requirement already satisfied, skipping upgrade: scipy in /usr/local/lib/python3.6/dist-packages (from keras-tuner) (1.4.1)\n",
            "Requirement already satisfied, skipping upgrade: terminaltables in /usr/local/lib/python3.6/dist-packages (from keras-tuner) (3.1.0)\n",
            "Requirement already satisfied, skipping upgrade: scikit-learn in /usr/local/lib/python3.6/dist-packages (from keras-tuner) (0.22.2.post1)\n",
            "Requirement already satisfied, skipping upgrade: pyparsing>=2.0.2 in /usr/local/lib/python3.6/dist-packages (from packaging->keras-tuner) (2.4.7)\n",
            "Requirement already satisfied, skipping upgrade: urllib3!=1.25.0,!=1.25.1,<1.26,>=1.21.1 in /usr/local/lib/python3.6/dist-packages (from requests->keras-tuner) (1.24.3)\n",
            "Requirement already satisfied, skipping upgrade: chardet<4,>=3.0.2 in /usr/local/lib/python3.6/dist-packages (from requests->keras-tuner) (3.0.4)\n",
            "Requirement already satisfied, skipping upgrade: certifi>=2017.4.17 in /usr/local/lib/python3.6/dist-packages (from requests->keras-tuner) (2020.12.5)\n",
            "Requirement already satisfied, skipping upgrade: idna<3,>=2.5 in /usr/local/lib/python3.6/dist-packages (from requests->keras-tuner) (2.10)\n",
            "Requirement already satisfied, skipping upgrade: joblib>=0.11 in /usr/local/lib/python3.6/dist-packages (from scikit-learn->keras-tuner) (1.0.0)\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 35
        },
        "id": "EaBiwwmfRITG",
        "outputId": "e4131848-05ef-4268-9e17-df4d879ef703"
      },
      "source": [
        "m.__version__"
      ],
      "execution_count": 162,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "string"
            },
            "text/plain": [
              "'3.3.1'"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 162
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "bMIDsSSiIRU-",
        "outputId": "d9bfdac0-8349-4bc7-c6b4-7b6297149059"
      },
      "source": [
        "!nvidia-smi"
      ],
      "execution_count": 163,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Thu Jan 28 15:17:24 2021       \n",
            "+-----------------------------------------------------------------------------+\n",
            "| NVIDIA-SMI 460.32.03    Driver Version: 418.67       CUDA Version: 10.1     |\n",
            "|-------------------------------+----------------------+----------------------+\n",
            "| GPU  Name        Persistence-M| Bus-Id        Disp.A | Volatile Uncorr. ECC |\n",
            "| Fan  Temp  Perf  Pwr:Usage/Cap|         Memory-Usage | GPU-Util  Compute M. |\n",
            "|                               |                      |               MIG M. |\n",
            "|===============================+======================+======================|\n",
            "|   0  Tesla T4            Off  | 00000000:00:04.0 Off |                    0 |\n",
            "| N/A   74C    P0    32W /  70W |   1129MiB / 15079MiB |      0%      Default |\n",
            "|                               |                      |                 ERR! |\n",
            "+-------------------------------+----------------------+----------------------+\n",
            "                                                                               \n",
            "+-----------------------------------------------------------------------------+\n",
            "| Processes:                                                                  |\n",
            "|  GPU   GI   CI        PID   Type   Process name                  GPU Memory |\n",
            "|        ID   ID                                                   Usage      |\n",
            "|=============================================================================|\n",
            "|  No running processes found                                                 |\n",
            "+-----------------------------------------------------------------------------+\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "uYlTVOBkxGn-",
        "outputId": "2b309028-a0ec-4bc2-edb4-d27d2d1eb5b7"
      },
      "source": [
        "from google.colab import drive\n",
        "drive.mount('/content/drive')"
      ],
      "execution_count": 164,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Drive already mounted at /content/drive; to attempt to forcibly remount, call drive.mount(\"/content/drive\", force_remount=True).\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "H_TIjLmsMhBt"
      },
      "source": [
        "train_path =  '/content/drive/MyDrive/Colab Notebooks/train.csv'\n",
        "test_path =  '/content/drive/MyDrive/Colab Notebooks/test.csv'"
      ],
      "execution_count": 165,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "XPR_78zIvEjI"
      },
      "source": [
        "df_1 = pd.read_csv(train_path)"
      ],
      "execution_count": 166,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "bwY_uyaivEjI",
        "outputId": "27c5a67c-c5a7-4c3c-82fb-87f0d2f5b39a"
      },
      "source": [
        "df_1.head()"
      ],
      "execution_count": 167,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "<div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
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              "\n",
              "    .dataframe tbody tr th {\n",
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              "    .dataframe thead th {\n",
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              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>emotion</th>\n",
              "      <th>pixels</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>0</td>\n",
              "      <td>70 80 82 72 58 58 60 63 54 58 60 48 89 115 121...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>0</td>\n",
              "      <td>151 150 147 155 148 133 111 140 170 174 182 15...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>2</td>\n",
              "      <td>231 212 156 164 174 138 161 173 182 200 106 38...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>4</td>\n",
              "      <td>24 32 36 30 32 23 19 20 30 41 21 22 32 34 21 1...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>6</td>\n",
              "      <td>4 0 0 0 0 0 0 0 0 0 0 0 3 15 23 28 48 50 58 84...</td>\n",
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            "text/plain": [
              "   emotion                                             pixels\n",
              "0        0  70 80 82 72 58 58 60 63 54 58 60 48 89 115 121...\n",
              "1        0  151 150 147 155 148 133 111 140 170 174 182 15...\n",
              "2        2  231 212 156 164 174 138 161 173 182 200 106 38...\n",
              "3        4  24 32 36 30 32 23 19 20 30 41 21 22 32 34 21 1...\n",
              "4        6  4 0 0 0 0 0 0 0 0 0 0 0 3 15 23 28 48 50 58 84..."
            ]
          },
          "metadata": {
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          "execution_count": 167
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "vbw0NTvbvEjL"
      },
      "source": [
        "0=Angry, 1=Disgust, 2=Fear, 3=Happy, 4=Sad, 5=Surprise, 6=Neutral"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "aimqmKUtvEjL"
      },
      "source": [
        "emotions=np.array([df_1['emotion']])"
      ],
      "execution_count": 168,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "BrKzblLhvEjM"
      },
      "source": [
        "emotions=emotions.reshape(28709,)"
      ],
      "execution_count": 169,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "-e_LL-DzvEjN"
      },
      "source": [
        "emotion_string=[]\n",
        "for emotion in emotions:\n",
        "    if(emotion==0):\n",
        "        emotion_string.append('Angry')\n",
        "        continue\n",
        "    if(emotion==1):\n",
        "        emotion_string.append('Disgust')\n",
        "        continue\n",
        "    if(emotion==2):\n",
        "        emotion_string.append('Fear')\n",
        "        continue\n",
        "    if(emotion==3):\n",
        "        emotion_string.append('Happy')\n",
        "        continue\n",
        "    if(emotion==4):\n",
        "        emotion_string.append('Sad')\n",
        "        continue\n",
        "    if(emotion==5):\n",
        "        emotion_string.append('Surprise')\n",
        "        continue\n",
        "    if(emotion==6):\n",
        "        emotion_string.append('Neutral')\n",
        "        continue"
      ],
      "execution_count": 170,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "BEECAgc8vEjN",
        "outputId": "5296346a-f140-4366-9cc4-a53cc71433c9"
      },
      "source": [
        "emotion_string"
      ],
      "execution_count": 171,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "['Angry',\n",
              " 'Angry',\n",
              " 'Fear',\n",
              " 'Sad',\n",
              " 'Neutral',\n",
              " 'Fear',\n",
              " 'Sad',\n",
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              " 'Happy',\n",
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              " 'Angry',\n",
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              " 'Neutral',\n",
              " 'Neutral',\n",
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              " 'Neutral',\n",
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              " 'Sad',\n",
              " 'Angry',\n",
              " 'Angry',\n",
              " 'Happy',\n",
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              " 'Angry',\n",
              " 'Disgust',\n",
              " 'Fear',\n",
              " 'Fear',\n",
              " 'Surprise',\n",
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              " 'Neutral',\n",
              " 'Fear',\n",
              " 'Angry',\n",
              " 'Angry',\n",
              " 'Fear',\n",
              " 'Happy',\n",
              " 'Disgust',\n",
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              " 'Sad',\n",
              " 'Surprise',\n",
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              " 'Happy',\n",
              " 'Fear',\n",
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              " 'Neutral',\n",
              " 'Neutral',\n",
              " 'Angry',\n",
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              " 'Angry',\n",
              " 'Happy',\n",
              " 'Angry',\n",
              " 'Sad',\n",
              " 'Angry',\n",
              " 'Neutral',\n",
              " 'Neutral',\n",
              " 'Fear',\n",
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              " 'Sad',\n",
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              " 'Happy',\n",
              " 'Fear',\n",
              " 'Happy',\n",
              " 'Happy',\n",
              " 'Sad',\n",
              " 'Angry',\n",
              " 'Neutral',\n",
              " 'Sad',\n",
              " 'Sad',\n",
              " 'Fear',\n",
              " 'Neutral',\n",
              " 'Happy',\n",
              " 'Fear',\n",
              " 'Angry',\n",
              " 'Surprise',\n",
              " 'Sad',\n",
              " 'Fear',\n",
              " 'Neutral',\n",
              " 'Neutral',\n",
              " 'Fear',\n",
              " 'Happy',\n",
              " 'Neutral',\n",
              " 'Neutral',\n",
              " 'Sad',\n",
              " 'Neutral',\n",
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              " 'Happy',\n",
              " 'Sad',\n",
              " 'Angry',\n",
              " 'Fear',\n",
              " 'Neutral',\n",
              " 'Happy',\n",
              " 'Sad',\n",
              " 'Angry',\n",
              " 'Sad',\n",
              " 'Neutral',\n",
              " 'Neutral',\n",
              " 'Angry',\n",
              " 'Sad',\n",
              " 'Sad',\n",
              " 'Angry',\n",
              " 'Neutral',\n",
              " 'Neutral',\n",
              " 'Angry',\n",
              " 'Sad',\n",
              " 'Fear',\n",
              " 'Fear',\n",
              " 'Happy',\n",
              " 'Happy',\n",
              " 'Sad',\n",
              " 'Neutral',\n",
              " 'Angry',\n",
              " 'Surprise',\n",
              " 'Happy',\n",
              " 'Fear',\n",
              " 'Angry',\n",
              " 'Happy',\n",
              " 'Neutral',\n",
              " 'Sad',\n",
              " 'Fear',\n",
              " 'Sad',\n",
              " 'Neutral',\n",
              " 'Sad',\n",
              " 'Neutral',\n",
              " 'Fear',\n",
              " 'Surprise',\n",
              " 'Angry',\n",
              " 'Angry',\n",
              " 'Angry',\n",
              " 'Surprise',\n",
              " 'Angry',\n",
              " 'Angry',\n",
              " 'Neutral',\n",
              " 'Happy',\n",
              " 'Happy',\n",
              " 'Neutral',\n",
              " 'Angry',\n",
              " 'Surprise',\n",
              " 'Happy',\n",
              " 'Angry',\n",
              " 'Neutral',\n",
              " 'Sad',\n",
              " 'Sad',\n",
              " 'Fear',\n",
              " 'Neutral',\n",
              " 'Angry',\n",
              " 'Happy',\n",
              " 'Fear',\n",
              " 'Fear',\n",
              " 'Happy',\n",
              " 'Angry',\n",
              " 'Sad',\n",
              " 'Sad',\n",
              " 'Sad',\n",
              " 'Neutral',\n",
              " 'Sad',\n",
              " 'Neutral',\n",
              " 'Neutral',\n",
              " 'Surprise',\n",
              " 'Fear',\n",
              " 'Happy',\n",
              " 'Neutral',\n",
              " 'Happy',\n",
              " 'Angry',\n",
              " 'Neutral',\n",
              " ...]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 171
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "flj7gQP6vEjN",
        "outputId": "6eeb985e-8fbf-4e45-9299-e5b247f07193"
      },
      "source": [
        "df_1.shape"
      ],
      "execution_count": 172,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(28709, 2)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 172
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "6x6mxZtsvEjO"
      },
      "source": [
        "pix1=df_1['pixels'][0]"
      ],
      "execution_count": 173,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "rWhh-XncvEjP"
      },
      "source": [
        "pixels=df_1['pixels']"
      ],
      "execution_count": 174,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "BjgcA9SNvEjQ",
        "outputId": "f81e4e83-fc82-48da-82bb-6f666fa3fa1f"
      },
      "source": [
        "len(pixels)"
      ],
      "execution_count": 175,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "28709"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 175
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "o7NuqEBnvEjQ"
      },
      "source": [
        "x_features=[]\n",
        "for i in range(28709):\n",
        "    arr=[]\n",
        "    for j in pixels[i].split(' '):\n",
        "        arr.append(int(j))\n",
        "    x_features.append(np.array(arr).reshape(48,48))"
      ],
      "execution_count": 176,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "5hCoESAfvEjQ"
      },
      "source": [
        "x_features=np.array(x_features)"
      ],
      "execution_count": 177,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "7w3Cyd_WvEjR"
      },
      "source": [
        "x_features=np.expand_dims(x_features,axis=3)"
      ],
      "execution_count": 178,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "U_XkEDxGvEjR"
      },
      "source": [
        "y=np.array(df_1['emotion'])"
      ],
      "execution_count": 179,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "HgMuxHpTvEjR",
        "outputId": "a52f1584-febd-4ef3-a2aa-d1b65d2b09fc"
      },
      "source": [
        "y.shape"
      ],
      "execution_count": 180,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(28709,)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 180
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 284
        },
        "id": "qqvEvw-lvEjS",
        "outputId": "070b5196-4325-42f1-ccc9-b84b0983c27f"
      },
      "source": [
        "plt.imshow(x_features[0])"
      ],
      "execution_count": 181,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.image.AxesImage at 0x7f60fa117128>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 181
        },
        {
          "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/",
          "height": 429
        },
        "id": "zlTGIo6NvEjS",
        "outputId": "2d6165d5-19f6-47d8-ca5f-bfce41f3bec8"
      },
      "source": [
        "import matplotlib.pyplot as plt\n",
        "fig=plt.figure(figsize=(15,10))\n",
        "columns=15\n",
        "rows=5\n",
        "for i in range(60):\n",
        "    fig.add_subplot(rows,columns,i+1)\n",
        "    plt.imshow(x_features[i])\n",
        "    plt.xticks([])\n",
        "    plt.yticks([])\n",
        "    if(emotion_string[i]=='Angry'):\n",
        "        color='r'\n",
        "    if(emotion_string[i]=='Surprise'):\n",
        "        color='g'\n",
        "    if(emotion_string[i]=='Fear'):\n",
        "        color='b'\n",
        "    if(emotion_string[i]=='Happy'):\n",
        "        color='m'\n",
        "    if(emotion_string[i]=='Neutral'):\n",
        "        color='y'\n",
        "    if(emotion_string[i]=='Disgust'):\n",
        "        color='c'\n",
        "    if(emotion_string[i]=='Sad'):\n",
        "        color='k'\n",
        "    plt.xlabel(emotion_string[i],color=color)\n",
        "plt.show()"
      ],
      "execution_count": 182,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1080x720 with 60 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "aGCP9p26vEjT"
      },
      "source": [
        "arr=[]\n",
        "for label in y:\n",
        "    k=np.zeros(7)\n",
        "    k[label]=1\n",
        "    arr.append(k)"
      ],
      "execution_count": 183,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "vNxfn0TYvEjT"
      },
      "source": [
        "arr=np.array(arr)"
      ],
      "execution_count": 184,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "h73_16ZNvEjT",
        "outputId": "8929fbfb-9bde-4aeb-8b50-e0156aaf0f09"
      },
      "source": [
        "arr"
      ],
      "execution_count": 185,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[1., 0., 0., ..., 0., 0., 0.],\n",
              "       [1., 0., 0., ..., 0., 0., 0.],\n",
              "       [0., 0., 1., ..., 0., 0., 0.],\n",
              "       ...,\n",
              "       [0., 0., 0., ..., 1., 0., 0.],\n",
              "       [1., 0., 0., ..., 0., 0., 0.],\n",
              "       [0., 0., 0., ..., 1., 0., 0.]])"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 185
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "NoekjBZSvEjT"
      },
      "source": [
        "x_features=x_features/255.0"
      ],
      "execution_count": 186,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "8-shAapHvEjU",
        "outputId": "da52cd5c-6cb8-4016-e2df-72774635852e"
      },
      "source": [
        "x_features.shape"
      ],
      "execution_count": 187,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(28709, 48, 48, 1)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 187
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "5bkwUMiyvEjU"
      },
      "source": [
        "from sklearn.model_selection import train_test_split\n",
        "X_train, X_test, y_train, y_test = train_test_split(x_features, arr, random_state=42, test_size=0.1)"
      ],
      "execution_count": 188,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "TxP4l_CZvEjV",
        "outputId": "107cd325-c4e1-4c12-f832-cd32dea6ed0c"
      },
      "source": [
        "X_train.shape"
      ],
      "execution_count": 189,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(25838, 48, 48, 1)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 189
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "L7HKNCsXvEjV",
        "outputId": "360458eb-a5ec-4752-e9bf-98ffdc907d7f"
      },
      "source": [
        "y_train.shape"
      ],
      "execution_count": 190,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(25838, 7)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 190
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "I4DYz6xfvEjW"
      },
      "source": [
        "# import tensorflow as tf\n",
        "# model_primary= tf.keras.models.Sequential([\n",
        "#     tf.keras.layers.Conv2D(64, (3,3), activation='relu', input_shape=(48, 48, 1)),\n",
        "#     tf.keras.layers.MaxPooling2D(2,2),\n",
        "#     tf.keras.layers.Conv2D(64, (3,3), activation='relu'),\n",
        "#     tf.keras.layers.MaxPooling2D(2,2),\n",
        "#     tf.keras.layers.Flatten(),\n",
        "#     tf.keras.layers.Dense(512, activation='relu'),\n",
        "#     tf.keras.layers.Dense(7, activation='sigmoid')]\n",
        "#     )\n",
        "\n",
        "# # Compile Model. \n",
        "# model_primary.compile( optimizer='adam',\n",
        "#     loss='categorical_crossentropy',\n",
        "#     metrics=['accuracy'])"
      ],
      "execution_count": 191,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "bhZ6d49p3qED"
      },
      "source": [
        "\n",
        "import tensorflow as tf\n",
        "def build_model(hp):\n",
        "    model_primary= tf.keras.models.Sequential([\n",
        "    tf.keras.layers.Conv2D(\n",
        "        filters = hp.Int('conv_1_filter', min_value = 64, max_value = 512, step = 16),\n",
        "        kernel_size = hp.Choice('conv_1_kernel',values = [3,5]),\n",
        "        activation = 'relu',\n",
        "        input_shape = (48,48,1)\n",
        "    ),\n",
        "    tf.keras.layers.MaxPooling2D(2,2),\n",
        "    tf.keras.layers.Conv2D(\n",
        "        filters = hp.Int('conv_2_filter',min_value = 32, max_value = 512, step = 16),\n",
        "        kernel_size = hp.Choice('conv_2_kernel',values = [3,5]),\n",
        "        activation='relu'\n",
        "    ),\n",
        "    tf.keras.layers.MaxPooling2D(2,2),\n",
        "    tf.keras.layers.Flatten(),\n",
        "    tf.keras.layers.Dense(\n",
        "        units = hp.Int('dense_1_units',min_value = 32,max_value = 512, step = 16),\n",
        "        activation='relu'\n",
        "    ),\n",
        "    tf.keras.layers.Dense(7, activation='sigmoid')]\n",
        "    )\n",
        "\n",
        "\n",
        "    # Compile Model. \n",
        "    model_primary.compile(optimizer=tf.keras.optimizers.Adam(hp.Choice('learning_rate', values=[1e-2, 1e-3])),\n",
        "              loss='categorical_crossentropy',\n",
        "              metrics=['accuracy'])\n",
        "    return model_primary\n",
        "\n",
        "\n",
        "# import tensorflow as tf\n",
        "# def build_model(hp):\n",
        "#     model_primary= tf.keras.models.Sequential([\n",
        "#         tf.keras.layers.Conv2D(filters=hp.Int('conv_1_filter',min_value=32,max_value=128,step=16), kernal_size=(hp.choice('conv_1_kernal',values=[3,5])), activation='relu', input_shape=(48, 48, 1)),\n",
        "#         tf.keras.layers.MaxPooling2D(pool_size=(5,5), strides=(2, 2)),\n",
        "#         tf.keras.layers.Conv2D(filters=hp.Int('conv_2_filter',min_value=32,max_value=128,step=16), kernal_size=(hp.choice('conv_2_kernal',values=[3,5])),activation='relu'),\n",
        "#         tf.keras.layers.Conv2D(filters=hp.Int('conv_3_filter',min_value=32,max_value=128,step=16), kernal_size=(hp.choice('conv_3_kernal',values=[3,5])),activation='relu'),\n",
        "#         tf.keras.layers.AveragePooling2D(pool_size=(3,3),strides=(2,2)),\n",
        "#         tf.keras.layers.Conv2D(filters=hp.Int('conv_4_filter',min_value=32,max_value=128,step=16), kernal_size=(hp.choice('conv_4_kernal',values=[3,5])),activation='relu'),\n",
        "#         tf.keras.layers.Conv2D(filters=hp.Int('conv_5_filter',min_value=32,max_value=128,step=16), kernal_size=(hp.choice('conv_5_kernal',values=[3,5])), activation='relu'),\n",
        "#         tf.keras.layers.AveragePooling2D(pool_size=(3,3),strides=(2,2)),\n",
        "#         tf.keras.layers.Flatten(),\n",
        "#         tf.keras.layers.Dense(units=hp.Int('dense_1_units', min_value=512, max_value=1024, step=16),\n",
        "#             activation='relu'),\n",
        "#         tf.keras.layers.Dropout(0.2),\n",
        "#         tf.keras.layers.Dense(units=hp.Int('dense_2_units', min_value=512, max_value=1024, step=16),\n",
        "#             activation='relu'),\n",
        "#         tf.keras.layers.Dropout(0.2),\n",
        "#         tf.keras.layers.Dense(7, activation='softmax')]\n",
        "#         )\n",
        "\n",
        "#     # Compile Model. \n",
        "#     model_primary.compile(optimizer=tf.keras.optimizers.Adam(hp.Choice('learning_rate', values=[1e-2, 1e-3])),\n",
        "#               loss='categorical_crossentropy',\n",
        "#               metrics=['accuracy'])\n",
        "#     return model_primary"
      ],
      "execution_count": 225,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "rw7roFLz4Ol0"
      },
      "source": [
        "from kerastuner.tuners import RandomSearch\n",
        "from kerastuner.engine.hyperparameters import HyperParameters"
      ],
      "execution_count": 226,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "mWAXtlVN40lf",
        "outputId": "f11115d4-e501-42d1-a4ae-bc2948f11202"
      },
      "source": [
        "tuner=RandomSearch(build_model, objective='val_accuracy', max_trials=10, \n",
        "                          directory='output2', project_name=\"emosong\")"
      ],
      "execution_count": 227,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "INFO:tensorflow:Reloading Oracle from existing project output2/emosong/oracle.json\n",
            "INFO:tensorflow:Reloading Tuner from output2/emosong/tuner0.json\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "MTT52uYVJpQh",
        "outputId": "be1756a9-79e0-41df-9a3c-f9289b63953e"
      },
      "source": [
        "tuner.search(X_train,y_train,epochs = 5, validation_split = 0.1)"
      ],
      "execution_count": 228,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "INFO:tensorflow:Oracle triggered exit\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "vJOVKRvRvEjW",
        "outputId": "de508b47-177d-4469-d9da-b9b73ad51165"
      },
      "source": [
        "model_primary.summary()"
      ],
      "execution_count": 209,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Model: \"sequential\"\n",
            "_________________________________________________________________\n",
            "Layer (type)                 Output Shape              Param #   \n",
            "=================================================================\n",
            "conv2d (Conv2D)              (None, 46, 46, 64)        640       \n",
            "_________________________________________________________________\n",
            "max_pooling2d (MaxPooling2D) (None, 23, 23, 64)        0         \n",
            "_________________________________________________________________\n",
            "conv2d_1 (Conv2D)            (None, 21, 21, 64)        36928     \n",
            "_________________________________________________________________\n",
            "max_pooling2d_1 (MaxPooling2 (None, 10, 10, 64)        0         \n",
            "_________________________________________________________________\n",
            "flatten (Flatten)            (None, 6400)              0         \n",
            "_________________________________________________________________\n",
            "dense (Dense)                (None, 512)               3277312   \n",
            "_________________________________________________________________\n",
            "dense_1 (Dense)              (None, 7)                 3591      \n",
            "=================================================================\n",
            "Total params: 3,318,471\n",
            "Trainable params: 3,318,471\n",
            "Non-trainable params: 0\n",
            "_________________________________________________________________\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "IfIYCc9JvEjW",
        "outputId": "a57e6bca-70d4-4689-bdad-d5442c5bed8c"
      },
      "source": [
        "tf.config.list_physical_devices('GPU')"
      ],
      "execution_count": 197,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[PhysicalDevice(name='/physical_device:GPU:0', device_type='GPU')]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 197
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "L2uCYDs0vEjX",
        "outputId": "d09d9dfe-4b1f-4055-b63f-4c9ca28d6180"
      },
      "source": [
        "from tensorflow.compat.v1.keras.backend import set_session\n",
        "config = tf.compat.v1.ConfigProto()\n",
        "config.gpu_options.allow_growth = True  # dynamically grow the memory used on the GPU\n",
        "config.log_device_placement = True  # to log device placement (on which device the operation ran)\n",
        "sess = tf.compat.v1.Session(config=config)\n",
        "set_session(sess)"
      ],
      "execution_count": 198,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Device mapping:\n",
            "/job:localhost/replica:0/task:0/device:GPU:0 -> device: 0, name: Tesla T4, pci bus id: 0000:00:04.0, compute capability: 7.5\n",
            "\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "scrolled": true,
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "KioLWLQavEjX",
        "outputId": "54fc1801-0a6a-48ee-90da-0e6b9666a212"
      },
      "source": [
        "model_primary.fit(X_train, y_train, epochs=50, validation_data=(X_test, y_test), batch_size=64)"
      ],
      "execution_count": 199,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Epoch 1/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0156 - accuracy: 0.9947 - val_loss: 5.5755 - val_accuracy: 0.5152\n",
            "Epoch 2/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0131 - accuracy: 0.9962 - val_loss: 5.3293 - val_accuracy: 0.5259\n",
            "Epoch 3/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0114 - accuracy: 0.9961 - val_loss: 5.4641 - val_accuracy: 0.5138\n",
            "Epoch 4/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0151 - accuracy: 0.9952 - val_loss: 5.7659 - val_accuracy: 0.5186\n",
            "Epoch 5/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0223 - accuracy: 0.9930 - val_loss: 5.9222 - val_accuracy: 0.5242\n",
            "Epoch 6/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0137 - accuracy: 0.9960 - val_loss: 5.8023 - val_accuracy: 0.5204\n",
            "Epoch 7/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0117 - accuracy: 0.9959 - val_loss: 5.7995 - val_accuracy: 0.5172\n",
            "Epoch 8/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0129 - accuracy: 0.9954 - val_loss: 5.7048 - val_accuracy: 0.5287\n",
            "Epoch 9/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0125 - accuracy: 0.9957 - val_loss: 5.9859 - val_accuracy: 0.5138\n",
            "Epoch 10/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0118 - accuracy: 0.9960 - val_loss: 6.0090 - val_accuracy: 0.5158\n",
            "Epoch 11/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0146 - accuracy: 0.9951 - val_loss: 5.9501 - val_accuracy: 0.5057\n",
            "Epoch 12/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0222 - accuracy: 0.9927 - val_loss: 6.2822 - val_accuracy: 0.5242\n",
            "Epoch 13/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0187 - accuracy: 0.9940 - val_loss: 6.1987 - val_accuracy: 0.5242\n",
            "Epoch 14/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0126 - accuracy: 0.9959 - val_loss: 6.3306 - val_accuracy: 0.5186\n",
            "Epoch 15/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0135 - accuracy: 0.9952 - val_loss: 5.9479 - val_accuracy: 0.5207\n",
            "Epoch 16/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0139 - accuracy: 0.9955 - val_loss: 5.9823 - val_accuracy: 0.5186\n",
            "Epoch 17/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0137 - accuracy: 0.9953 - val_loss: 6.0247 - val_accuracy: 0.5214\n",
            "Epoch 18/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0097 - accuracy: 0.9965 - val_loss: 6.2020 - val_accuracy: 0.5218\n",
            "Epoch 19/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0137 - accuracy: 0.9953 - val_loss: 6.1726 - val_accuracy: 0.5263\n",
            "Epoch 20/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0177 - accuracy: 0.9940 - val_loss: 6.2326 - val_accuracy: 0.5064\n",
            "Epoch 21/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0111 - accuracy: 0.9963 - val_loss: 6.5524 - val_accuracy: 0.5162\n",
            "Epoch 22/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0132 - accuracy: 0.9955 - val_loss: 6.3220 - val_accuracy: 0.5218\n",
            "Epoch 23/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0091 - accuracy: 0.9966 - val_loss: 6.3630 - val_accuracy: 0.5152\n",
            "Epoch 24/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0149 - accuracy: 0.9947 - val_loss: 6.1753 - val_accuracy: 0.5280\n",
            "Epoch 25/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0116 - accuracy: 0.9960 - val_loss: 6.5292 - val_accuracy: 0.5131\n",
            "Epoch 26/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0175 - accuracy: 0.9940 - val_loss: 6.2449 - val_accuracy: 0.5155\n",
            "Epoch 27/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0116 - accuracy: 0.9955 - val_loss: 6.2406 - val_accuracy: 0.5221\n",
            "Epoch 28/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0093 - accuracy: 0.9966 - val_loss: 6.1557 - val_accuracy: 0.5141\n",
            "Epoch 29/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0098 - accuracy: 0.9963 - val_loss: 6.1636 - val_accuracy: 0.5106\n",
            "Epoch 30/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0082 - accuracy: 0.9971 - val_loss: 5.9631 - val_accuracy: 0.5253\n",
            "Epoch 31/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0067 - accuracy: 0.9971 - val_loss: 5.9905 - val_accuracy: 0.5235\n",
            "Epoch 32/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0066 - accuracy: 0.9973 - val_loss: 5.9277 - val_accuracy: 0.5200\n",
            "Epoch 33/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0323 - accuracy: 0.9894 - val_loss: 6.3527 - val_accuracy: 0.5113\n",
            "Epoch 34/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0197 - accuracy: 0.9931 - val_loss: 6.3807 - val_accuracy: 0.5242\n",
            "Epoch 35/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0099 - accuracy: 0.9965 - val_loss: 6.3445 - val_accuracy: 0.5089\n",
            "Epoch 36/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0083 - accuracy: 0.9967 - val_loss: 6.3256 - val_accuracy: 0.5298\n",
            "Epoch 37/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0067 - accuracy: 0.9971 - val_loss: 6.3171 - val_accuracy: 0.5218\n",
            "Epoch 38/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0077 - accuracy: 0.9965 - val_loss: 6.3541 - val_accuracy: 0.5113\n",
            "Epoch 39/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0138 - accuracy: 0.9949 - val_loss: 6.6071 - val_accuracy: 0.5246\n",
            "Epoch 40/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0265 - accuracy: 0.9909 - val_loss: 6.4380 - val_accuracy: 0.5131\n",
            "Epoch 41/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0140 - accuracy: 0.9951 - val_loss: 6.7718 - val_accuracy: 0.5155\n",
            "Epoch 42/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0118 - accuracy: 0.9958 - val_loss: 6.5154 - val_accuracy: 0.5235\n",
            "Epoch 43/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0090 - accuracy: 0.9967 - val_loss: 6.3531 - val_accuracy: 0.5096\n",
            "Epoch 44/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0068 - accuracy: 0.9969 - val_loss: 7.0484 - val_accuracy: 0.5165\n",
            "Epoch 45/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0113 - accuracy: 0.9959 - val_loss: 6.5732 - val_accuracy: 0.5120\n",
            "Epoch 46/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0126 - accuracy: 0.9954 - val_loss: 6.7971 - val_accuracy: 0.5120\n",
            "Epoch 47/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0158 - accuracy: 0.9945 - val_loss: 6.6180 - val_accuracy: 0.5197\n",
            "Epoch 48/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0139 - accuracy: 0.9949 - val_loss: 6.4143 - val_accuracy: 0.5200\n",
            "Epoch 49/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0098 - accuracy: 0.9962 - val_loss: 6.7311 - val_accuracy: 0.5193\n",
            "Epoch 50/50\n",
            "404/404 [==============================] - 3s 8ms/step - loss: 0.0110 - accuracy: 0.9953 - val_loss: 6.9527 - val_accuracy: 0.5124\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<tensorflow.python.keras.callbacks.History at 0x7f60fa494668>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 199
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "mWmvuA4qvEjX"
      },
      "source": [
        "model_primary.save(r'/content/drive/MyDrive/Colab Notebooks/emosong.h5')"
      ],
      "execution_count": 200,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "iT8wW8eKvEjZ"
      },
      "source": [
        "model = tf.keras.models.load_model('/content/drive/MyDrive/Colab Notebooks/emosong.h5')"
      ],
      "execution_count": 201,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "WU9crov4vEja",
        "outputId": "8b2c2a50-67f7-466a-e62e-79e215378120"
      },
      "source": [
        "(model.predict(X_test)).shape"
      ],
      "execution_count": 202,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(2871, 7)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 202
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "89YwQBTCToBi"
      },
      "source": [
        ""
      ],
      "execution_count": 202,
      "outputs": []
    }
  ]
}