DEPTH_WISE_SEPARABLE_CONVOLUTION.ipynb

{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "name": "DEPTH_WISE_SEPARABLE_CONVOLUTION",
      "version": "0.3.2",
      "provenance": []
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "accelerator": "GPU"
  },
  "cells": [
    {
      "cell_type": "code",
      "metadata": {
        "id": "_UAE_PTxpRYN",
        "colab_type": "code",
        "colab": {
          "resources": {
            "http://localhost:8080/nbextensions/google.colab/files.js": {
              "data": 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              "ok": true,
              "headers": [
                [
                  "content-type",
                  "application/javascript"
                ]
              ],
              "status": 200,
              "status_text": ""
            }
          },
          "base_uri": "https://localhost:8080/",
          "height": 110
        },
        "outputId": "4f4a944b-d230-4018-ce0f-314b62450e40"
      },
      "source": [
        "from google.colab import files\n",
        "uploaded = files.upload()"
      ],
      "execution_count": 1,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/html": [
              "\n",
              "     <input type=\"file\" id=\"files-087a7fe2-d207-4519-815d-5cc3798b1779\" name=\"files[]\" multiple disabled />\n",
              "     <output id=\"result-087a7fe2-d207-4519-815d-5cc3798b1779\">\n",
              "      Upload widget is only available when the cell has been executed in the\n",
              "      current browser session. Please rerun this cell to enable.\n",
              "      </output>\n",
              "      <script src=\"/nbextensions/google.colab/files.js\"></script> "
            ],
            "text/plain": [
              "<IPython.core.display.HTML object>"
            ]
          },
          "metadata": {
            "tags": []
          }
        },
        {
          "output_type": "stream",
          "text": [
            "Saving Figure1.png to Figure1.png\n",
            "Saving Figure3.png to Figure3.png\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "MWfM825hwQyT",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 689
        },
        "outputId": "28fee096-f3d0-45ea-8c3e-7a193187d1ba"
      },
      "source": [
        "from IPython.display import Image\n",
        "Image('Figure1.png')"
      ],
      "execution_count": 2,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "image/png": 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RnozjwnC2mLO5/BRzFIkYBZKl6hiKOC/Q+ZOHkYaM45ZipCGjGjpbBoGU0YPzW4Xj8qTS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J49uTVrltzCOjtzI7WxNE7U1vxREASh8szNRcMm/vl7q1dHr4qqX0aP70+x4N6D17Y/3Tvwd3+y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\niqIoiqKEQHWUoiiKoiiKoihKFGZn//8n3lk+evBI/QAAAABJRU5ErkJggg==\n",
            "text/plain": [
              "<IPython.core.display.Image object>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 2
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "lLMTCeA8xI66",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 610
        },
        "outputId": "b2ab79f0-6cf9-41ac-9722-6d9c2c350b50"
      },
      "source": [
        "from IPython.display import Image\n",
        "Image('Figure3.png')"
      ],
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "image/png": 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TNkePrUQWQbLI6ZASiZc9mOuOWsoybO7Do7kjnSycI8+lL730FF7JYV2E5Mge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\nAACAKUB1AQAAACyfy5f/f+xa4peMcfNjAAAAAElFTkSuQmCC\n",
            "text/plain": [
              "<IPython.core.display.Image object>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 5
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "jB_LCfyawOf1",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "from keras.layers import Input, Conv2D, Activation, SeparableConv2D\n",
        "from keras.models import Model\n",
        "from keras import optimizers\n",
        "from IPython.display import SVG\n",
        "from keras.utils.vis_utils import model_to_dot"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "k64QQwPMqPlA",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 399
        },
        "outputId": "925befb7-6fda-46e1-9d77-db648694432c"
      },
      "source": [
        "img_shape = (32,32,1)\n",
        "input_img = Input(shape=(img_shape))\n",
        "C1 = Conv2D(64,(9,9),padding='SAME',name='CONV1')(input_img)\n",
        "A1 = Activation('relu', name='act1')(C1)\n",
        "C2 = Conv2D(32,(1,1),padding='SAME',name='CONV2')(A1)\n",
        "A2 = Activation('relu', name='act2')(C2)\n",
        "C3 = Conv2D(1,(5,5),padding='SAME',name='CONV3')(A2)\n",
        "A3 = Activation('relu', name='act3')(C3)\n",
        "model = Model(input_img, A3)\n",
        "opt = optimizers.Adam(lr=0.0003)\n",
        "model.compile(optimizer=opt,loss='mean_squared_error')\n",
        "model.summary()"
      ],
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "_________________________________________________________________\n",
            "Layer (type)                 Output Shape              Param #   \n",
            "=================================================================\n",
            "input_4 (InputLayer)         (None, 32, 32, 1)         0         \n",
            "_________________________________________________________________\n",
            "CONV1 (Conv2D)               (None, 32, 32, 64)        5248      \n",
            "_________________________________________________________________\n",
            "act1 (Activation)            (None, 32, 32, 64)        0         \n",
            "_________________________________________________________________\n",
            "CONV2 (Conv2D)               (None, 32, 32, 32)        2080      \n",
            "_________________________________________________________________\n",
            "act2 (Activation)            (None, 32, 32, 32)        0         \n",
            "_________________________________________________________________\n",
            "CONV3 (Conv2D)               (None, 32, 32, 1)         801       \n",
            "_________________________________________________________________\n",
            "act3 (Activation)            (None, 32, 32, 1)         0         \n",
            "=================================================================\n",
            "Total params: 8,129\n",
            "Trainable params: 8,129\n",
            "Non-trainable params: 0\n",
            "_________________________________________________________________\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Jock95AWrQ_8",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 758
        },
        "outputId": "7f97b5e3-58e8-4e88-8ff5-905fd2bd1f86"
      },
      "source": [
        "SVG(model_to_dot(model, show_shapes=True).create(prog='dot', format='svg'))"
      ],
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<IPython.core.display.SVG object>"
            ],
            "image/svg+xml": "<svg height=\"553pt\" viewBox=\"0.00 0.00 316.00 553.00\" width=\"316pt\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\">\n<g class=\"graph\" id=\"graph0\" transform=\"scale(1 1) rotate(0) translate(4 549)\">\n<title>G</title>\n<polygon fill=\"#ffffff\" points=\"-4,4 -4,-549 312,-549 312,4 -4,4\" stroke=\"transparent\"/>\n<!-- 140175534378120 -->\n<g class=\"node\" id=\"node1\">\n<title>140175534378120</title>\n<polygon fill=\"none\" points=\"0,-498.5 0,-544.5 308,-544.5 308,-498.5 0,-498.5\" stroke=\"#000000\"/>\n<text fill=\"#000000\" font-family=\"Times,serif\" font-size=\"14.00\" text-anchor=\"middle\" x=\"66.5\" y=\"-517.8\">input_4: InputLayer</text>\n<polyline fill=\"none\" points=\"133,-498.5 133,-544.5 \" stroke=\"#000000\"/>\n<text fill=\"#000000\" font-family=\"Times,serif\" font-size=\"14.00\" text-anchor=\"middle\" x=\"162\" y=\"-529.3\">input:</text>\n<polyline fill=\"none\" points=\"133,-521.5 191,-521.5 \" 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          },
          "metadata": {
            "tags": []
          },
          "execution_count": 11
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ciolnW_tqTJt",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 399
        },
        "outputId": "67d149d4-4ea7-4361-e815-6641140c0edf"
      },
      "source": [
        "img_shape = (32,32,1)\n",
        "input_img = Input(shape=(img_shape))\n",
        "C1 = SeparableConv2D(64,(9,9),padding='SAME')(input_img)\n",
        "A1 = Activation('relu', name='act1')(C1)\n",
        "C2 = SeparableConv2D(32,(1,1),padding='SAME')(A1)\n",
        "A2 = Activation('relu', name='act2')(C2)\n",
        "C3 = SeparableConv2D(1,(5,5),padding='SAME')(A2)\n",
        "A3 = Activation('relu', name='act3')(C3)\n",
        "model1 = Model(input_img, A3)\n",
        "opt = optimizers.Adam(lr=0.0003)\n",
        "model1.compile(optimizer=opt,loss='mean_squared_error')\n",
        "model1.summary()"
      ],
      "execution_count": 21,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "_________________________________________________________________\n",
            "Layer (type)                 Output Shape              Param #   \n",
            "=================================================================\n",
            "input_12 (InputLayer)        (None, 32, 32, 1)         0         \n",
            "_________________________________________________________________\n",
            "separable_conv2d_2 (Separabl (None, 32, 32, 64)        209       \n",
            "_________________________________________________________________\n",
            "act1 (Activation)            (None, 32, 32, 64)        0         \n",
            "_________________________________________________________________\n",
            "separable_conv2d_3 (Separabl (None, 32, 32, 32)        2144      \n",
            "_________________________________________________________________\n",
            "act2 (Activation)            (None, 32, 32, 32)        0         \n",
            "_________________________________________________________________\n",
            "separable_conv2d_4 (Separabl (None, 32, 32, 1)         833       \n",
            "_________________________________________________________________\n",
            "act3 (Activation)            (None, 32, 32, 1)         0         \n",
            "=================================================================\n",
            "Total params: 3,186\n",
            "Trainable params: 3,186\n",
            "Non-trainable params: 0\n",
            "_________________________________________________________________\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
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          "height": 758
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        "outputId": "de1a6cd5-8263-4579-bd96-106eeec3bd0c"
      },
      "source": [
        "SVG(model_to_dot(model1, show_shapes=True).create(prog='dot', format='svg'))"
      ],
      "execution_count": 22,
      "outputs": [
        {
          "output_type": "execute_result",
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