LOGISTIC_REGRESSION (1).ipynb

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      "source": [
        "import numpy as np\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt"
      ]
    },
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              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-f2cf8d86-94e5-4d58-b764-4d6d2940cf44 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "\n",
              "  <div id=\"id_2a781be9-1382-4fb1-ae33-6a65745d0a72\">\n",
              "    <style>\n",
              "      .colab-df-generate {\n",
              "        background-color: #E8F0FE;\n",
              "        border: none;\n",
              "        border-radius: 50%;\n",
              "        cursor: pointer;\n",
              "        display: none;\n",
              "        fill: #1967D2;\n",
              "        height: 32px;\n",
              "        padding: 0 0 0 0;\n",
              "        width: 32px;\n",
              "      }\n",
              "\n",
              "      .colab-df-generate:hover {\n",
              "        background-color: #E2EBFA;\n",
              "        box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "        fill: #174EA6;\n",
              "      }\n",
              "\n",
              "      [theme=dark] .colab-df-generate {\n",
              "        background-color: #3B4455;\n",
              "        fill: #D2E3FC;\n",
              "      }\n",
              "\n",
              "      [theme=dark] .colab-df-generate:hover {\n",
              "        background-color: #434B5C;\n",
              "        box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "        filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "        fill: #FFFFFF;\n",
              "      }\n",
              "    </style>\n",
              "    <button class=\"colab-df-generate\" onclick=\"generateWithVariable('df_train')\"\n",
              "            title=\"Generate code using this dataframe.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M7,19H8.4L18.45,9,17,7.55,7,17.6ZM5,21V16.75L18.45,3.32a2,2,0,0,1,2.83,0l1.4,1.43a1.91,1.91,0,0,1,.58,1.4,1.91,1.91,0,0,1-.58,1.4L9.25,21ZM18.45,9,17,7.55Zm-12,3A5.31,5.31,0,0,0,4.9,8.1,5.31,5.31,0,0,0,1,6.5,5.31,5.31,0,0,0,4.9,4.9,5.31,5.31,0,0,0,6.5,1,5.31,5.31,0,0,0,8.1,4.9,5.31,5.31,0,0,0,12,6.5,5.46,5.46,0,0,0,6.5,12Z\"/>\n",
              "  </svg>\n",
              "    </button>\n",
              "    <script>\n",
              "      (() => {\n",
              "      const buttonEl =\n",
              "        document.querySelector('#id_2a781be9-1382-4fb1-ae33-6a65745d0a72 button.colab-df-generate');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      buttonEl.onclick = () => {\n",
              "        google.colab.notebook.generateWithVariable('df_train');\n",
              "      }\n",
              "      })();\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df_train"
            }
          },
          "metadata": {},
          "execution_count": 2
        }
      ],
      "source": [
        "df_train=pd.read_csv(\"/content/Classification_train.zip\")\n",
        "df_train"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 3,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "2cJ2qQU0DKjD",
        "outputId": "befbac04-380a-4061-f48b-a807f8e195fd"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "X_train= [[0 0 0 ... 0 0 0]\n",
            " [0 0 0 ... 0 0 0]\n",
            " [0 0 0 ... 0 0 0]\n",
            " ...\n",
            " [0 0 0 ... 0 0 0]\n",
            " [0 0 0 ... 0 0 0]\n",
            " [0 0 0 ... 0 0 0]]\n",
            "Y_train= [0 8 1 ... 9 3 9]\n"
          ]
        }
      ],
      "source": [
        "X_train_1=df_train.drop(['label'],axis=1).values\n",
        "Y_train_1=df_train['label'].values\n",
        "print(\"X_train=\",X_train_1)\n",
        "print(\"Y_train=\",Y_train_1)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 596
        },
        "id": "XheeaYvF1XTl",
        "outputId": "acecb1a3-b5d0-4765-d9c5-4f755b70b02c"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x1000 with 8 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "fig,ax=plt.subplots(2,4,figsize=(15,10))\n",
        "num=0\n",
        "for i in range(2):\n",
        "    for j in range(4):\n",
        "        ax[i][j].imshow(X_train_1[num].reshape(28,28), interpolation='spline16')\n",
        "        num+=1\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 5,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "v0GZBAtKdBYW",
        "outputId": "0be64a55-09de-437f-f429-1685643ace79"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "1.0"
            ]
          },
          "metadata": {},
          "execution_count": 5
        }
      ],
      "source": [
        "X_train_normalised=X_train_1/255\n",
        "X_train_normalised.max()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "E1qWK0-4Ed4P",
        "outputId": "799a83bc-02a5-4165-d0cd-55a2753b1d31"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "24000"
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ],
      "source": [
        "train_ratio=0.8\n",
        "spilt_index=train_ratio*len(X_train_normalised)\n",
        "spilt_index= int(spilt_index)\n",
        "spilt_index"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "3fnZZRnlEtDo",
        "outputId": "1694cf98-9abe-42d5-9583-c3642a0cdf24"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(24000, 784)"
            ]
          },
          "metadata": {},
          "execution_count": 7
        }
      ],
      "source": [
        "x_train=X_train_normalised[:spilt_index]\n",
        "x_val=X_train_normalised[spilt_index:]\n",
        "y_train=Y_train_1[:spilt_index]\n",
        "y_val=Y_train_1[spilt_index:]\n",
        "x_train.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "DbqtRgYBWE63",
        "outputId": "dd4ac6c5-b632-48de-fb70-ad8197f3a837"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([0, 1, 2, 3, 4, 5, 6, 7, 8, 9])"
            ]
          },
          "metadata": {},
          "execution_count": 8
        }
      ],
      "source": [
        "u= np.unique(y_train)\n",
        "u"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "metadata": {
        "id": "8AA212ISX4-a"
      },
      "outputs": [],
      "source": [
        "def one_hot_encode(y_train):\n",
        "    num_classes=len(u)\n",
        "    encoded=np.zeros((len(y_train),num_classes))\n",
        "    for i in range(len(y_train)):\n",
        "        encoded[i][y_train[i]]=1\n",
        "    return encoded"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "isg090lIeDW-",
        "outputId": "78131054-f1ef-463a-cc72-516775b9edcf"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(24000, 10)"
            ]
          },
          "metadata": {},
          "execution_count": 10
        }
      ],
      "source": [
        "Y_train= one_hot_encode(y_train)\n",
        "Y_train.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {
        "id": "OefjpqA2GPdK"
      },
      "outputs": [],
      "source": [
        "def sigmoid(z):\n",
        "    g=1/(1+np.exp(-z))\n",
        "    return g"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {
        "id": "QBI9_3azG6qT"
      },
      "outputs": [],
      "source": [
        "def compute_cost(X,Y,w,b,u):\n",
        "    m,n=X.shape\n",
        "    f_wb= sigmoid(np.dot(X,w.T)+b.T)\n",
        "    cost=-(1/m)*np.sum(Y*np.log(f_wb)+(1-Y)*np.log(1-f_wb))\n",
        "    return cost"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "metadata": {
        "id": "wuTyPmjmHC-C"
      },
      "outputs": [],
      "source": [
        "def compute_gradient(X,Y,w,b,u):\n",
        "    m,n=X.shape\n",
        "    dj_db = np.mean(sigmoid(X@w.T +b.T) - Y , axis = 0)\n",
        "    dj_dw = (sigmoid(X@w.T+b.T)-Y).T@X\n",
        "    dj_dw = dj_dw/m\n",
        "    return dj_dw,dj_db.reshape(-1,1)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "metadata": {
        "id": "G0CshF6-FsGC"
      },
      "outputs": [],
      "source": [
        "def gradient_descent(X,Y,learning_rate,iters,u):\n",
        "    m,n=X.shape\n",
        "    classes= u.shape[0]\n",
        "    w= np.zeros((classes,n))\n",
        "    b= np.zeros((classes,1))\n",
        "    cost=[]\n",
        "    for i in range (iters):\n",
        "      dj_dw, dj_db=compute_gradient(X,Y,w,b,u)\n",
        "      w=w-learning_rate*dj_dw\n",
        "      b=b-learning_rate*dj_db\n",
        "      cost.append(compute_cost(X,Y,w,b,u))\n",
        "      if i%100==0:\n",
        "        print(\"iters=\",i,\"cost=\",cost[i])\n",
        "    return w,b,cost"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ZHo9SYqgJgRt",
        "outputId": "484507b3-9734-40cb-da63-9f91102475bd"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "iters= 0 cost= 6.693187447949478\n",
            "iters= 100 cost= 2.775977102673297\n",
            "iters= 200 cost= 2.2872334303127637\n",
            "iters= 300 cost= 1.9825811225764607\n",
            "iters= 400 cost= 1.7700527628454097\n",
            "iters= 500 cost= 1.6139546284766637\n",
            "iters= 600 cost= 1.49438114539214\n",
            "iters= 700 cost= 1.3996089294092067\n",
            "iters= 800 cost= 1.3224025407228979\n",
            "iters= 900 cost= 1.258089555424212\n",
            "iters= 1000 cost= 1.2035284901668\n",
            "iters= 1100 cost= 1.1565321618835447\n",
            "iters= 1200 cost= 1.1155313414445305\n",
            "iters= 1300 cost= 1.0793705607629505\n",
            "iters= 1400 cost= 1.047179623357121\n",
            "iters= 1500 cost= 1.018290137301252\n",
            "iters= 1600 cost= 0.9921797430219753\n",
            "iters= 1700 cost= 0.9684339000008291\n",
            "iters= 1800 cost= 0.9467191116129124\n",
            "iters= 1900 cost= 0.926763784290475\n",
            "iters= 2000 cost= 0.9083442949778779\n",
            "iters= 2100 cost= 0.8912746828169632\n",
            "iters= 2200 cost= 0.8753989084803494\n",
            "iters= 2300 cost= 0.8605849625924649\n",
            "iters= 2400 cost= 0.8467203258204644\n",
            "iters= 2500 cost= 0.8337084306624865\n",
            "iters= 2600 cost= 0.8214658749961322\n",
            "iters= 2700 cost= 0.8099202064174564\n",
            "iters= 2800 cost= 0.7990081446589579\n",
            "iters= 2900 cost= 0.7886741436091702\n",
            "iters= 3000 cost= 0.77886921905357\n",
            "iters= 3100 cost= 0.7695499861403626\n",
            "iters= 3200 cost= 0.7606778637223485\n",
            "iters= 3300 cost= 0.7522184124923892\n",
            "iters= 3400 cost= 0.7441407811552982\n",
            "iters= 3500 cost= 0.7364172404237198\n",
            "iters= 3600 cost= 0.7290227888586233\n",
            "iters= 3700 cost= 0.7219348178329461\n",
            "iters= 3800 cost= 0.7151328254234989\n",
            "iters= 3900 cost= 0.708598171009824\n",
            "iters= 4000 cost= 0.7023138639109123\n",
            "iters= 4100 cost= 0.6962643806193646\n",
            "iters= 4200 cost= 0.6904355061712049\n",
            "iters= 4300 cost= 0.6848141959735622\n",
            "iters= 4400 cost= 0.679388455044016\n",
            "iters= 4500 cost= 0.6741472321269196\n",
            "iters= 4600 cost= 0.669080326568371\n",
            "iters= 4700 cost= 0.664178306172045\n",
            "iters= 4800 cost= 0.6594324345379277\n",
            "iters= 4900 cost= 0.6548346066169363\n"
          ]
        }
      ],
      "source": [
        "w,b,cost=gradient_descent(x_train,Y_train,learning_rate=0.01,iters=5000,u=u)"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.plot(np.arange(len(cost))[:1000], cost[:1000])\n",
        "plt.xlabel('Number of Iterations', size=13)\n",
        "plt.ylabel('Cost', size=14)\n",
        "plt.title('Cost vs No. of Iterations', size = 15)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 478
        },
        "id": "JOh_H6R_DWJO",
        "outputId": "b1d0143a-5e52-4525-de75-18e9b7af7ff5"
      },
      "execution_count": 29,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 16,
      "metadata": {
        "id": "cIq7ld6YKZGt"
      },
      "outputs": [],
      "source": [
        "def predict(X,w,b):\n",
        "    predictions=sigmoid(np.dot(X,w.T)+b.T)\n",
        "    return predictions"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 18,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ECCFwsQoM_Ud",
        "outputId": "3fabe46e-5738-4da2-fe85-b44c81b25819"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[1.82955713e-01, 5.23014789e-02, 2.43583271e-03, ...,\n",
              "        4.22005276e-03, 7.08841715e-03, 8.31449739e-03],\n",
              "       [2.09308385e-02, 9.35196550e-02, 8.71269324e-02, ...,\n",
              "        4.25300626e-04, 9.66659695e-01, 1.73664663e-04],\n",
              "       [3.79048641e-02, 9.64505008e-01, 8.74710862e-05, ...,\n",
              "        2.31445573e-04, 4.05374184e-03, 4.79709038e-03],\n",
              "       ...,\n",
              "       [9.35352055e-02, 3.28155021e-03, 9.48406140e-04, ...,\n",
              "        1.16887271e-01, 9.64441340e-02, 4.52823641e-04],\n",
              "       [5.37696888e-03, 1.17264191e-01, 5.80467766e-01, ...,\n",
              "        1.36747862e-03, 2.22887093e-02, 1.04084706e-02],\n",
              "       [9.08333766e-01, 8.83952147e-03, 4.38298120e-03, ...,\n",
              "        1.63924281e-02, 1.06932432e-01, 8.35559151e-04]])"
            ]
          },
          "metadata": {},
          "execution_count": 18
        }
      ],
      "source": [
        "Y_train_pred=predict(x_train,w,b)\n",
        "Y_train_pred"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Validating the Model**"
      ],
      "metadata": {
        "id": "uKueXeyADPgJ"
      }
    },
    {
      "cell_type": "code",
      "execution_count": 22,
      "metadata": {
        "id": "uLnJCqYPSm20",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "92e83837-1c54-444d-afb2-3165eaa48099"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[9.74324136e-01, 1.00887947e-02, 1.12625928e-02, ...,\n",
              "        9.48991862e-03, 1.42648840e-02, 9.37181349e-03],\n",
              "       [8.49479631e-01, 1.71800837e-01, 3.40700888e-03, ...,\n",
              "        7.57348902e-03, 4.86074459e-02, 1.07527245e-02],\n",
              "       [8.53895503e-02, 9.67859104e-01, 1.57103214e-02, ...,\n",
              "        2.77477523e-03, 1.21205373e-02, 1.53643046e-02],\n",
              "       ...,\n",
              "       [2.62901388e-02, 4.40179449e-03, 1.72302251e-03, ...,\n",
              "        3.48406461e-03, 1.73505591e-03, 8.93234446e-01],\n",
              "       [1.20563165e-03, 5.17773313e-03, 2.20975533e-03, ...,\n",
              "        6.04698998e-02, 1.16354135e-03, 6.55616751e-04],\n",
              "       [4.81407127e-04, 3.16763398e-03, 8.02600280e-02, ...,\n",
              "        8.03317377e-02, 4.19985034e-02, 1.55269412e-01]])"
            ]
          },
          "metadata": {},
          "execution_count": 22
        }
      ],
      "source": [
        "y_val_pred= predict(x_val,w,b)\n",
        "y_val_pred"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 23,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "__g6W8zZ9eEV",
        "outputId": "989a3f9d-b755-40e4-b1a3-2774aca89f27"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0.9321666666666667"
            ]
          },
          "metadata": {},
          "execution_count": 23
        }
      ],
      "source": [
        "def calculate_accuracy(y, y_pred):\n",
        "    y_pred_l= np.argmax(y_pred,axis=1)\n",
        "    correct_predictions = np.sum(y == y_pred_l)\n",
        "    total_predictions = len(y)\n",
        "    accuracy = correct_predictions / total_predictions\n",
        "    return accuracy\n",
        "accuracy=calculate_accuracy(y_val, y_val_pred)\n",
        "accuracy"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Testing the Model**"
      ],
      "metadata": {
        "id": "U58JMSToDIVV"
      }
    },
    {
      "cell_type": "code",
      "execution_count": 24,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 443
        },
        "id": "Vyv1Aw9Now7s",
        "outputId": "ba869b55-341a-47e1-fc7b-932bc5f526ca"
      },
      "outputs": [
        {
          "output_type": "execute_result",
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              "9999         0         0         0         0  \n",
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              "[10000 rows x 785 columns]"
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              "      <th>2</th>\n",
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              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
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              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-ecf9f8b3-8968-484b-b77b-61ffc37c8144 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "\n",
              "  <div id=\"id_f5ed3c9f-e98b-44dd-bf57-0f5378ee7f00\">\n",
              "    <style>\n",
              "      .colab-df-generate {\n",
              "        background-color: #E8F0FE;\n",
              "        border: none;\n",
              "        border-radius: 50%;\n",
              "        cursor: pointer;\n",
              "        display: none;\n",
              "        fill: #1967D2;\n",
              "        height: 32px;\n",
              "        padding: 0 0 0 0;\n",
              "        width: 32px;\n",
              "      }\n",
              "\n",
              "      .colab-df-generate:hover {\n",
              "        background-color: #E2EBFA;\n",
              "        box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "        fill: #174EA6;\n",
              "      }\n",
              "\n",
              "      [theme=dark] .colab-df-generate {\n",
              "        background-color: #3B4455;\n",
              "        fill: #D2E3FC;\n",
              "      }\n",
              "\n",
              "      [theme=dark] .colab-df-generate:hover {\n",
              "        background-color: #434B5C;\n",
              "        box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "        filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "        fill: #FFFFFF;\n",
              "      }\n",
              "    </style>\n",
              "    <button class=\"colab-df-generate\" onclick=\"generateWithVariable('df_test')\"\n",
              "            title=\"Generate code using this dataframe.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M7,19H8.4L18.45,9,17,7.55,7,17.6ZM5,21V16.75L18.45,3.32a2,2,0,0,1,2.83,0l1.4,1.43a1.91,1.91,0,0,1,.58,1.4,1.91,1.91,0,0,1-.58,1.4L9.25,21ZM18.45,9,17,7.55Zm-12,3A5.31,5.31,0,0,0,4.9,8.1,5.31,5.31,0,0,0,1,6.5,5.31,5.31,0,0,0,4.9,4.9,5.31,5.31,0,0,0,6.5,1,5.31,5.31,0,0,0,8.1,4.9,5.31,5.31,0,0,0,12,6.5,5.46,5.46,0,0,0,6.5,12Z\"/>\n",
              "  </svg>\n",
              "    </button>\n",
              "    <script>\n",
              "      (() => {\n",
              "      const buttonEl =\n",
              "        document.querySelector('#id_f5ed3c9f-e98b-44dd-bf57-0f5378ee7f00 button.colab-df-generate');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      buttonEl.onclick = () => {\n",
              "        google.colab.notebook.generateWithVariable('df_test');\n",
              "      }\n",
              "      })();\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df_test"
            }
          },
          "metadata": {},
          "execution_count": 24
        }
      ],
      "source": [
        "df_test=pd.read_csv(\"/content/Classification_test.zip\")\n",
        "df_test"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 25,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "7DyaRYX5plnV",
        "outputId": "e47428e6-239f-4b98-c707-571da62e41f8"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "x_test= [[0 0 0 ... 0 0 0]\n",
            " [0 0 0 ... 0 0 0]\n",
            " [0 0 0 ... 0 0 0]\n",
            " ...\n",
            " [0 0 0 ... 0 0 0]\n",
            " [0 0 0 ... 0 0 0]\n",
            " [0 0 0 ... 0 0 0]]\n"
          ]
        }
      ],
      "source": [
        "x_test=df_test.drop(['ID'],axis=1).values\n",
        "print(\"x_test=\",x_test)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 26,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "XC9_oXtdd9Yv",
        "outputId": "db610566-3e2d-4c1e-86a6-722c3aa7aef6"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "1.0"
            ]
          },
          "metadata": {},
          "execution_count": 26
        }
      ],
      "source": [
        "X_test_normalised=x_test/255\n",
        "X_test_normalised.max()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 27,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "vILEEP1kic_m",
        "outputId": "b3c15cfc-68c1-480d-bcc4-ea43d94af1da"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Y_test [[9.57111509e-01 1.07771254e-02 1.05483663e-02 ... 9.88442906e-03\n",
            "  1.01084903e-01 1.14257837e-03]\n",
            " [2.30846753e-03 7.01568519e-05 1.74716852e-03 ... 1.32411793e-02\n",
            "  3.32986727e-02 7.26837029e-03]\n",
            " [4.70016475e-04 1.19763573e-03 9.55133204e-02 ... 7.28366936e-05\n",
            "  7.10506653e-02 1.43764818e-02]\n",
            " ...\n",
            " [4.16963362e-01 1.24158198e-02 3.94596584e-03 ... 5.73447677e-03\n",
            "  4.42732529e-02 1.65323958e-02]\n",
            " [9.69398030e-02 7.99939914e-03 1.07751349e-02 ... 4.10889935e-03\n",
            "  8.73693911e-01 4.74573908e-03]\n",
            " [1.03226385e-02 9.82126480e-02 2.69613075e-01 ... 3.49903514e-03\n",
            "  2.71979098e-03 3.16617159e-03]]\n"
          ]
        }
      ],
      "source": [
        "Y_test=predict(X_test_normalised,w,b)\n",
        "print(\"Y_test\",Y_test)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 28,
      "metadata": {
        "id": "ydCs_rAK7Xx4",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "c16adfb3-8d69-451c-bfcc-f9e0df6ea9df"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "test_pred [0 4 5 ... 0 8 5]\n"
          ]
        }
      ],
      "source": [
        "test_pred= np.argmax(Y_test,axis=1)\n",
        "print(\"test_pred\",test_pred)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "qg05IPYFnFyL"
      },
      "outputs": [],
      "source": []
    }
  ],
  "metadata": {
    "colab": {
      "provenance": []
    },
    "kernelspec": {
      "display_name": "Python 3",
      "name": "python3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "nbformat": 4,
  "nbformat_minor": 0
}