ML-Notebooks/Gender_Prediction.ipynb

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      "name": "python"
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      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "0X28vUobIslt",
        "outputId": "e9b441f5-5fe8-4636-e9ff-096aba31428f"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Drive already mounted at /content/drive; to attempt to forcibly remount, call drive.mount(\"/content/drive\", force_remount=True).\n"
          ]
        }
      ],
      "source": [
        "from google.colab import drive\n",
        "drive.mount('/content/drive')"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# import os\n",
        "# os.getcwd()"
      ],
      "metadata": {
        "id": "Sy3QwaxXJeu1"
      },
      "execution_count": 2,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# pip install mglearn"
      ],
      "metadata": {
        "id": "Pzxi1sxDU6FR"
      },
      "execution_count": 3,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# importing necessary libraries\n",
        "import pandas as pd\n",
        "import numpy as np\n",
        "import seaborn as sns\n",
        "import matplotlib.pyplot as plt\n",
        "import mglearn\n",
        "%matplotlib inline \n",
        "\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.metrics import accuracy_score\n",
        "from sklearn.svm import SVC\n",
        "from sklearn.ensemble import RandomForestClassifier"
      ],
      "metadata": {
        "id": "sokFRVugJe2B"
      },
      "execution_count": 4,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "gen = pd.read_csv('/content/drive/MyDrive/Dataset/gender_voice_dataset.csv')\n",
        "\n",
        "gen_data = pd.DataFrame(gen)\n",
        "gen_data.head()"
      ],
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          "height": 299
        },
        "id": "j2D_aBUmVMpX",
        "outputId": "a8fc5952-4426-4d97-c04e-df14b2123151"
      },
      "execution_count": 5,
      "outputs": [
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              "   meanfreq        sd    median       Q25       Q75       IQR       skew  \\\n",
              "0  0.059781  0.064241  0.032027  0.015071  0.090193  0.075122  12.863462   \n",
              "1  0.066009  0.067310  0.040229  0.019414  0.092666  0.073252  22.423285   \n",
              "2  0.077316  0.083829  0.036718  0.008701  0.131908  0.123207  30.757155   \n",
              "3  0.151228  0.072111  0.158011  0.096582  0.207955  0.111374   1.232831   \n",
              "4  0.135120  0.079146  0.124656  0.078720  0.206045  0.127325   1.101174   \n",
              "\n",
              "          kurt    sp.ent       sfm  ...  centroid   meanfun    minfun  \\\n",
              "0   274.402905  0.893369  0.491918  ...  0.059781  0.084279  0.015702   \n",
              "1   634.613855  0.892193  0.513724  ...  0.066009  0.107937  0.015826   \n",
              "2  1024.927705  0.846389  0.478905  ...  0.077316  0.098706  0.015656   \n",
              "3     4.177296  0.963322  0.727232  ...  0.151228  0.088965  0.017798   \n",
              "4     4.333713  0.971955  0.783568  ...  0.135120  0.106398  0.016931   \n",
              "\n",
              "     maxfun   meandom    mindom    maxdom   dfrange   modindx  label  \n",
              "0  0.275862  0.007812  0.007812  0.007812  0.000000  0.000000   male  \n",
              "1  0.250000  0.009014  0.007812  0.054688  0.046875  0.052632   male  \n",
              "2  0.271186  0.007990  0.007812  0.015625  0.007812  0.046512   male  \n",
              "3  0.250000  0.201497  0.007812  0.562500  0.554688  0.247119   male  \n",
              "4  0.266667  0.712812  0.007812  5.484375  5.476562  0.208274   male  \n",
              "\n",
              "[5 rows x 21 columns]"
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      "source": [
        "1 target variable: label (male or female)\n",
        "\n",
        "20 independent variables:\n",
        "meanfreq: mean frequency of the voice audio of the person (in kHz)\n",
        "sd: standard deviation of the frequency of the voice audio\n",
        "median: median frequency of the voice audio (in kHz)\n",
        "Q25: first quantile (in kHz)\n",
        "Q75: third quantile (in kHz)\n",
        "IQR: interquantile range (in kHz)\n",
        "skew: Skewness refers to a distortion or asymmetry that deviates from the symmetrical bell curve, or normal distribution\n",
        "kurt: Kurtosis is a statistical measure that defines how heavily the tails of a distribution differ from the tails of a normal distribution.\n",
        "sp.ent: spectral entropy\n",
        "sfm: spectral flatness\n",
        "mode: mode frequency\n",
        "centroid: frequency centroid (see specprop)\n",
        "meanfun: mean fundamental frequency measured across acoustic signal\n",
        "minfun: minimum fundamental frequency measured across acoustic signal\n",
        "maxfun: maximum fundamental frequency measured across acoustic signal\n",
        "meandom: mean of dominant frequency measured across acoustic signal\n",
        "mindom: minimum of dominant frequency measured across acoustic signal\n",
        "maxdom: maximum of dominant frequency measured across acoustic signal\n",
        "dfrange: range of dominant frequency measured across acoustic signal\n",
        "modindx: modulation index."
      ],
      "metadata": {
        "id": "0pXbfHKgVAzj"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "If the skewness is between -0.5 and 0.5, the data are fairly symmetrical.\n",
        "If the skewness is between -1 and – 0.5 or between 0.5 and 1, the data are moderately skewed.\n",
        "If the skewness is less than -1 or greater than 1, the data are highly skewed."
      ],
      "metadata": {
        "id": "7_lgbzzCVaDY"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "gen_data.isnull().sum()"
      ],
      "metadata": {
        "id": "Dnr4RsGmJe7L",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "52189683-88b3-40c0-e02e-d838a95061b2"
      },
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "meanfreq    0\n",
              "sd          0\n",
              "median      0\n",
              "Q25         0\n",
              "Q75         0\n",
              "IQR         0\n",
              "skew        0\n",
              "kurt        0\n",
              "sp.ent      0\n",
              "sfm         0\n",
              "mode        0\n",
              "centroid    0\n",
              "meanfun     0\n",
              "minfun      0\n",
              "maxfun      0\n",
              "meandom     0\n",
              "mindom      0\n",
              "maxdom      0\n",
              "dfrange     0\n",
              "modindx     0\n",
              "label       0\n",
              "dtype: int64"
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          "metadata": {},
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      "source": [
        "gen_data.describe()"
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        "id": "YH-zzXf2VlyG",
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      "execution_count": 7,
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            "text/plain": [
              "          meanfreq           sd       median          Q25          Q75  \\\n",
              "count  3168.000000  3168.000000  3168.000000  3168.000000  3168.000000   \n",
              "mean      0.180907     0.057126     0.185621     0.140456     0.224765   \n",
              "std       0.029918     0.016652     0.036360     0.048680     0.023639   \n",
              "min       0.039363     0.018363     0.010975     0.000229     0.042946   \n",
              "25%       0.163662     0.041954     0.169593     0.111087     0.208747   \n",
              "50%       0.184838     0.059155     0.190032     0.140286     0.225684   \n",
              "75%       0.199146     0.067020     0.210618     0.175939     0.243660   \n",
              "max       0.251124     0.115273     0.261224     0.247347     0.273469   \n",
              "\n",
              "               IQR         skew         kurt       sp.ent          sfm  \\\n",
              "count  3168.000000  3168.000000  3168.000000  3168.000000  3168.000000   \n",
              "mean      0.084309     3.140168    36.568461     0.895127     0.408216   \n",
              "std       0.042783     4.240529   134.928661     0.044980     0.177521   \n",
              "min       0.014558     0.141735     2.068455     0.738651     0.036876   \n",
              "25%       0.042560     1.649569     5.669547     0.861811     0.258041   \n",
              "50%       0.094280     2.197101     8.318463     0.901767     0.396335   \n",
              "75%       0.114175     2.931694    13.648905     0.928713     0.533676   \n",
              "max       0.252225    34.725453  1309.612887     0.981997     0.842936   \n",
              "\n",
              "              mode     centroid      meanfun       minfun       maxfun  \\\n",
              "count  3168.000000  3168.000000  3168.000000  3168.000000  3168.000000   \n",
              "mean      0.165282     0.180907     0.142807     0.036802     0.258842   \n",
              "std       0.077203     0.029918     0.032304     0.019220     0.030077   \n",
              "min       0.000000     0.039363     0.055565     0.009775     0.103093   \n",
              "25%       0.118016     0.163662     0.116998     0.018223     0.253968   \n",
              "50%       0.186599     0.184838     0.140519     0.046110     0.271186   \n",
              "75%       0.221104     0.199146     0.169581     0.047904     0.277457   \n",
              "max       0.280000     0.251124     0.237636     0.204082     0.279114   \n",
              "\n",
              "           meandom       mindom       maxdom      dfrange      modindx  \n",
              "count  3168.000000  3168.000000  3168.000000  3168.000000  3168.000000  \n",
              "mean      0.829211     0.052647     5.047277     4.994630     0.173752  \n",
              "std       0.525205     0.063299     3.521157     3.520039     0.119454  \n",
              "min       0.007812     0.004883     0.007812     0.000000     0.000000  \n",
              "25%       0.419828     0.007812     2.070312     2.044922     0.099766  \n",
              "50%       0.765795     0.023438     4.992188     4.945312     0.139357  \n",
              "75%       1.177166     0.070312     7.007812     6.992188     0.209183  \n",
              "max       2.957682     0.458984    21.867188    21.843750     0.932374  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-46fd6277-acf0-439e-9a1f-51c73d43227c\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
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              "        vertical-align: middle;\n",
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              "\n",
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              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>meanfreq</th>\n",
              "      <th>sd</th>\n",
              "      <th>median</th>\n",
              "      <th>Q25</th>\n",
              "      <th>Q75</th>\n",
              "      <th>IQR</th>\n",
              "      <th>skew</th>\n",
              "      <th>kurt</th>\n",
              "      <th>sp.ent</th>\n",
              "      <th>sfm</th>\n",
              "      <th>mode</th>\n",
              "      <th>centroid</th>\n",
              "      <th>meanfun</th>\n",
              "      <th>minfun</th>\n",
              "      <th>maxfun</th>\n",
              "      <th>meandom</th>\n",
              "      <th>mindom</th>\n",
              "      <th>maxdom</th>\n",
              "      <th>dfrange</th>\n",
              "      <th>modindx</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "      <td>3168.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>0.180907</td>\n",
              "      <td>0.057126</td>\n",
              "      <td>0.185621</td>\n",
              "      <td>0.140456</td>\n",
              "      <td>0.224765</td>\n",
              "      <td>0.084309</td>\n",
              "      <td>3.140168</td>\n",
              "      <td>36.568461</td>\n",
              "      <td>0.895127</td>\n",
              "      <td>0.408216</td>\n",
              "      <td>0.165282</td>\n",
              "      <td>0.180907</td>\n",
              "      <td>0.142807</td>\n",
              "      <td>0.036802</td>\n",
              "      <td>0.258842</td>\n",
              "      <td>0.829211</td>\n",
              "      <td>0.052647</td>\n",
              "      <td>5.047277</td>\n",
              "      <td>4.994630</td>\n",
              "      <td>0.173752</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>0.029918</td>\n",
              "      <td>0.016652</td>\n",
              "      <td>0.036360</td>\n",
              "      <td>0.048680</td>\n",
              "      <td>0.023639</td>\n",
              "      <td>0.042783</td>\n",
              "      <td>4.240529</td>\n",
              "      <td>134.928661</td>\n",
              "      <td>0.044980</td>\n",
              "      <td>0.177521</td>\n",
              "      <td>0.077203</td>\n",
              "      <td>0.029918</td>\n",
              "      <td>0.032304</td>\n",
              "      <td>0.019220</td>\n",
              "      <td>0.030077</td>\n",
              "      <td>0.525205</td>\n",
              "      <td>0.063299</td>\n",
              "      <td>3.521157</td>\n",
              "      <td>3.520039</td>\n",
              "      <td>0.119454</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>0.039363</td>\n",
              "      <td>0.018363</td>\n",
              "      <td>0.010975</td>\n",
              "      <td>0.000229</td>\n",
              "      <td>0.042946</td>\n",
              "      <td>0.014558</td>\n",
              "      <td>0.141735</td>\n",
              "      <td>2.068455</td>\n",
              "      <td>0.738651</td>\n",
              "      <td>0.036876</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.039363</td>\n",
              "      <td>0.055565</td>\n",
              "      <td>0.009775</td>\n",
              "      <td>0.103093</td>\n",
              "      <td>0.007812</td>\n",
              "      <td>0.004883</td>\n",
              "      <td>0.007812</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>0.163662</td>\n",
              "      <td>0.041954</td>\n",
              "      <td>0.169593</td>\n",
              "      <td>0.111087</td>\n",
              "      <td>0.208747</td>\n",
              "      <td>0.042560</td>\n",
              "      <td>1.649569</td>\n",
              "      <td>5.669547</td>\n",
              "      <td>0.861811</td>\n",
              "      <td>0.258041</td>\n",
              "      <td>0.118016</td>\n",
              "      <td>0.163662</td>\n",
              "      <td>0.116998</td>\n",
              "      <td>0.018223</td>\n",
              "      <td>0.253968</td>\n",
              "      <td>0.419828</td>\n",
              "      <td>0.007812</td>\n",
              "      <td>2.070312</td>\n",
              "      <td>2.044922</td>\n",
              "      <td>0.099766</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>0.184838</td>\n",
              "      <td>0.059155</td>\n",
              "      <td>0.190032</td>\n",
              "      <td>0.140286</td>\n",
              "      <td>0.225684</td>\n",
              "      <td>0.094280</td>\n",
              "      <td>2.197101</td>\n",
              "      <td>8.318463</td>\n",
              "      <td>0.901767</td>\n",
              "      <td>0.396335</td>\n",
              "      <td>0.186599</td>\n",
              "      <td>0.184838</td>\n",
              "      <td>0.140519</td>\n",
              "      <td>0.046110</td>\n",
              "      <td>0.271186</td>\n",
              "      <td>0.765795</td>\n",
              "      <td>0.023438</td>\n",
              "      <td>4.992188</td>\n",
              "      <td>4.945312</td>\n",
              "      <td>0.139357</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>0.199146</td>\n",
              "      <td>0.067020</td>\n",
              "      <td>0.210618</td>\n",
              "      <td>0.175939</td>\n",
              "      <td>0.243660</td>\n",
              "      <td>0.114175</td>\n",
              "      <td>2.931694</td>\n",
              "      <td>13.648905</td>\n",
              "      <td>0.928713</td>\n",
              "      <td>0.533676</td>\n",
              "      <td>0.221104</td>\n",
              "      <td>0.199146</td>\n",
              "      <td>0.169581</td>\n",
              "      <td>0.047904</td>\n",
              "      <td>0.277457</td>\n",
              "      <td>1.177166</td>\n",
              "      <td>0.070312</td>\n",
              "      <td>7.007812</td>\n",
              "      <td>6.992188</td>\n",
              "      <td>0.209183</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>0.251124</td>\n",
              "      <td>0.115273</td>\n",
              "      <td>0.261224</td>\n",
              "      <td>0.247347</td>\n",
              "      <td>0.273469</td>\n",
              "      <td>0.252225</td>\n",
              "      <td>34.725453</td>\n",
              "      <td>1309.612887</td>\n",
              "      <td>0.981997</td>\n",
              "      <td>0.842936</td>\n",
              "      <td>0.280000</td>\n",
              "      <td>0.251124</td>\n",
              "      <td>0.237636</td>\n",
              "      <td>0.204082</td>\n",
              "      <td>0.279114</td>\n",
              "      <td>2.957682</td>\n",
              "      <td>0.458984</td>\n",
              "      <td>21.867188</td>\n",
              "      <td>21.843750</td>\n",
              "      <td>0.932374</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
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            ]
          },
          "metadata": {},
          "execution_count": 7
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "- You can see for columns like Q25 and maxdom we have very large range as compared to other columns, for this we have have to standardize or \n",
        "- normalize the data. You can leave them as it si also but this may bring down the predictive power of the model."
      ],
      "metadata": {
        "id": "KiP9xRuAVg-h"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15,15))\n",
        "sns.heatmap(gen_data.corr(),annot=True,cmap='viridis',linewidths=.5)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 732
        },
        "id": "Ag67LkHTVeGl",
        "outputId": "38af528a-bf4d-4918-ee3d-d614e8ff5585"
      },
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f1737ca7cd0>"
            ]
          },
          "metadata": {},
          "execution_count": 8
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x1080 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "- We already understood about correlation, from here we can see that alot of columns are directly or inversely correlated with some \n",
        "- other columns having correlation value as high as 0.98\n",
        "- Hence we will be removinfg some columns that don't help the model in learning or generalizing over the data."
      ],
      "metadata": {
        "id": "ph4DMDS9VsGF"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "fig, ax = plt.subplots(figsize=(4,3))\n",
        "sns.countplot(gen_data['label'], ax=ax)\n",
        "plt.title('Male/Female Count')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 296
        },
        "id": "AUrMTvpRVpla",
        "outputId": "101c0ba8-a0ab-49e1-92b7-bed181bf672c"
      },
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.8/dist-packages/seaborn/_decorators.py:36: FutureWarning: Pass the following variable as a keyword arg: x. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
            "  warnings.warn(\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 288x216 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "- There is no case of imbalance class, meaning one class doesn't dominate in the dataset."
      ],
      "metadata": {
        "id": "-KO9b79FVyGm"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#Plot the histograms\n",
        "male = gen.loc[gen['label']=='male']\n",
        "female = gen.loc[gen['label']=='female']\n",
        "fig, axes = plt.subplots(10, 2, figsize=(10,20))\n",
        "ax = axes.ravel()\n",
        "for i in range(20):\n",
        "    ax[i].hist(male.iloc[:,i], bins=20, color=mglearn.cm3(0), alpha=.5)\n",
        "    ax[i].hist(female.iloc[:, i], bins=20, color=mglearn.cm3(2), alpha=.5)\n",
        "    ax[i].set_title(list(male)[i])\n",
        "    ax[i].set_yticks(())\n",
        "    ax[i].set_xlabel(\"Feature magnitude\")\n",
        "    ax[i].set_ylabel(\"Frequency\")\n",
        "    ax[i].legend([\"male\", \"female\"], loc=\"best\")\n",
        "\n",
        "fig.tight_layout()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "pCdwu5PSVvrr",
        "outputId": "3c2e3075-2501-439b-d527-c0062037f784"
      },
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x1440 with 20 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "- from the graph we can see which are the columns that able to define male and female separetely."
      ],
      "metadata": {
        "id": "PhYo9uu5V4Hv"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "gen_new = gen_data.drop(['dfrange', 'kurt', 'sfm', 'meandom', 'meanfreq'], axis = 1)"
      ],
      "metadata": {
        "id": "0EPK-nacV0hE"
      },
      "execution_count": 11,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "gen_new.columns"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "5VHCC--SV8V9",
        "outputId": "b4b46b1b-350e-4901-ada0-6a44c41964fa"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Index(['sd', 'median', 'Q25', 'Q75', 'IQR', 'skew', 'sp.ent', 'mode',\n",
              "       'centroid', 'meanfun', 'minfun', 'maxfun', 'mindom', 'maxdom',\n",
              "       'modindx', 'label'],\n",
              "      dtype='object')"
            ]
          },
          "metadata": {},
          "execution_count": 12
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "y = gen_new['label']\n",
        "X = gen_new.drop(['label'], axis = 1)"
      ],
      "metadata": {
        "id": "5jqxbo1aV-Bk"
      },
      "execution_count": 13,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "Xtrain, Xtest, ytrain, ytest = train_test_split(X, y, test_size=0.2)"
      ],
      "metadata": {
        "id": "D37X2EzVV_4F"
      },
      "execution_count": 14,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#Train support vector machine model\n",
        "svm = SVC().fit(Xtrain, ytrain)\n",
        "print(\"Support Vector Machine\")\n",
        "print(\"Accuracy on training set: {:.2f}\".format(svm.score(Xtrain, ytrain)))\n",
        "print(\"Accuracy on test set: {:.2f}\".format(svm.score(Xtest, ytest)))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "0krBHjMKWBiV",
        "outputId": "12ffb337-4271-4917-bc1f-1f23cd5d95c1"
      },
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Support Vector Machine\n",
            "Accuracy on training set: 0.71\n",
            "Accuracy on test set: 0.73\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Train random forest model\n",
        "forest = RandomForestClassifier(n_estimators=500, random_state=42).fit(Xtrain, ytrain)\n",
        "print(\"Random Forests\")\n",
        "print(\"Accuracy on training set: {:.2f}\".format(forest.score(Xtrain, ytrain)))\n",
        "print(\"Accuracy on test set: {:.2f}\".format(forest.score(Xtest, ytest)))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "_OBJm2ZwWEQ6",
        "outputId": "0d71ced5-cadd-48e0-daef-f96a4f7b5ce8"
      },
      "execution_count": 16,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Random Forests\n",
            "Accuracy on training set: 1.00\n",
            "Accuracy on test set: 0.98\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "- Welp lets go with RandonForestClassifier "
      ],
      "metadata": {
        "id": "1Hab5dOSWKMh"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# save the model to disk\n",
        "import pickle\n",
        "filename = '/content/drive/MyDrive/Dataset//voice_model.pickle'\n",
        "pickle.dump(forest, open(filename, 'wb'))"
      ],
      "metadata": {
        "id": "B_Bd02fVWHP4"
      },
      "execution_count": 17,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "\"\"\"\n",
        "# load the model from disk\n",
        "filename = 'drive/MyDrive/Dataset/Models/pokemon_model.pickle'\n",
        "loaded_model = pickle.load(open(filename, 'rb'))\n",
        "result = loaded_model.score(Xtest, ytest)\n",
        "\"\"\""
      ],
      "metadata": {
        "id": "8AWerPnLWY2N"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}