{ "nbformat": 4, "nbformat_minor": 0, "metadata": { "colab": { "name": "taruma_udemy_som.ipynb", "version": "0.3.2", "provenance": [], "collapsed_sections": [] }, "kernelspec": { "name": "python3", "display_name": "Python 3" }, "accelerator": "GPU" }, "cells": [ { "cell_type": "markdown", "metadata": { "id": "ZaMSaVWtMeEm", "colab_type": "text" }, "source": [ "# Self Organizing Map (SOM)\n", "\n", "Notebook ini berdasarkan kursus __Deep Learning A-Z™: Hands-On Artificial Neural Networks__ di Udemy. [Lihat Kursus](https://www.udemy.com/deeplearning/).\n", "\n", "## Informasi Notebook\n", "- __notebook name__: `taruma_udemy_som`\n", "- __notebook version/date__: `1.0.1`/`20190729`\n", "- __notebook server__: Google Colab\n", "- __python version__: `3.6`" ] }, { "cell_type": "code", "metadata": { "id": "7VFXA8oJMeD8", "colab_type": "code", "outputId": "baddca08-e62e-46e9-bc2b-0bbd1e05d524", "colab": { "base_uri": "https://localhost:8080/", "height": 51 } }, "source": [ "#### NOTEBOOK DESCRIPTION\n", "\n", "from datetime import datetime\n", "\n", "NOTEBOOK_TITLE = 'taruma_udemy_som'\n", "NOTEBOOK_VERSION = '1.0.0'\n", "NOTEBOOK_DATE = 1 # Set 1, if you want add date classifier\n", "\n", "NOTEBOOK_NAME = \"{}_{}\".format(\n", " NOTEBOOK_TITLE, \n", " NOTEBOOK_VERSION.replace('.','_')\n", ")\n", "PROJECT_NAME = \"{}_{}{}\".format(\n", " NOTEBOOK_TITLE, \n", " NOTEBOOK_VERSION.replace('.','_'), \n", " \"_\" + datetime.utcnow().strftime(\"%Y%m%d_%H%M\") if NOTEBOOK_DATE else \"\"\n", ")\n", "\n", "print(f\"Nama Notebook: {NOTEBOOK_NAME}\")\n", "print(f\"Nama Proyek: {PROJECT_NAME}\")" ], "execution_count": 2, "outputs": [ { "output_type": "stream", "text": [ "Nama Notebook: taruma_udemy_som_1_0_0\n", "Nama Proyek: taruma_udemy_som_1_0_0_20190729_1028\n" ], "name": "stdout" } ] }, { "cell_type": "code", "metadata": { "id": "2ISqUL3XNGIH", "colab_type": "code", "outputId": "d6815c85-77f0-4b91-dcf8-c25c306995f0", "colab": { "base_uri": "https://localhost:8080/", "height": 51 } }, "source": [ "#### System Version\n", "import sys\n", "print(\"Versi python: {}\".format(sys.version))" ], "execution_count": 3, "outputs": [ { "output_type": "stream", "text": [ "Versi python: 3.6.8 (default, Jan 14 2019, 11:02:34) \n", "[GCC 8.0.1 20180414 (experimental) [trunk revision 259383]]\n" ], "name": "stdout" } ] }, { "cell_type": "code", "metadata": { "id": "fIWH2KDNOtrj", "colab_type": "code", "colab": {} }, "source": [ "#### Load Notebook Extensions\n", "%load_ext google.colab.data_table" ], "execution_count": 0, "outputs": [] }, { "cell_type": "code", "metadata": { "id": "VG2h0H_oNxWa", "colab_type": "code", "outputId": "fad4982d-81c7-4f19-d5de-212497b731d4", "colab": { "base_uri": "https://localhost:8080/", "height": 357 } }, "source": [ "#### Download dataset\n", "!wget -O SOM.zip \"https://sds-platform-private.s3-us-east-2.amazonaws.com/uploads/P16-Self-Organizing-Maps.zip\"\n", "!unzip SOM.zip" ], "execution_count": 6, "outputs": [ { "output_type": "stream", "text": [ "--2019-07-29 10:28:35-- https://sds-platform-private.s3-us-east-2.amazonaws.com/uploads/P16-Self-Organizing-Maps.zip\n", "Resolving sds-platform-private.s3-us-east-2.amazonaws.com (sds-platform-private.s3-us-east-2.amazonaws.com)... 52.219.96.64\n", "Connecting to sds-platform-private.s3-us-east-2.amazonaws.com (sds-platform-private.s3-us-east-2.amazonaws.com)|52.219.96.64|:443... connected.\n", "HTTP request sent, awaiting response... 200 OK\n", "Length: 17004 (17K) [application/zip]\n", "Saving to: ‘SOM.zip’\n", "\n", "SOM.zip 100%[===================>] 16.61K --.-KB/s in 0s \n", "\n", "2019-07-29 10:28:36 (124 MB/s) - ‘SOM.zip’ saved [17004/17004]\n", "\n", "Archive: SOM.zip\n", " creating: Self_Organizing_Maps/\n", " inflating: Self_Organizing_Maps/Credit_Card_Applications.csv \n", " creating: __MACOSX/\n", " creating: __MACOSX/Self_Organizing_Maps/\n", " inflating: __MACOSX/Self_Organizing_Maps/._Credit_Card_Applications.csv \n", " inflating: Self_Organizing_Maps/minisom.py \n", " inflating: Self_Organizing_Maps/som.py \n", " inflating: __MACOSX/Self_Organizing_Maps/._som.py \n" ], "name": "stdout" } ] }, { "cell_type": "code", "metadata": { "id": "pJg0aH99NxVl", "colab_type": "code", "colab": {} }, "source": [ "#### Atur dataset path\n", "DATASET_DIRECTORY = 'Self_Organizing_Maps/'" ], "execution_count": 0, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "qBpzPqOXOTLN", "colab_type": "text" }, "source": [ "# STEP 1" ] }, { "cell_type": "code", "metadata": { "id": "zZjimNJLOPDO", "colab_type": "code", "colab": {} }, "source": [ "# Importing the libraries\n", "import numpy as np\n", "import pandas as pd\n", "import matplotlib.pyplot as plt" ], "execution_count": 0, "outputs": [] }, { "cell_type": "code", "metadata": { "id": "8jWXCPBNOaqw", "colab_type": "code", "outputId": "5543eefa-994e-40fa-b7af-0b98c55e51aa", "colab": { "base_uri": "https://localhost:8080/", "height": 301 } }, "source": [ "# Importing the dataset\n", "# Dataset http://archive.ics.uci.edu/ml/datasets/statlog+(australian+credit+approval)\n", "dataset = pd.read_csv(DATASET_DIRECTORY + 'Credit_Card_Applications.csv')\n", "dataset" ], "execution_count": 9, "outputs": [ { "output_type": "execute_result", "data": { "application/vnd.google.colaboratory.module+javascript": "\n import \"https://ssl.gstatic.com/colaboratory/data_table/81868506e94e6988/data_table.js\";\n\n window.createDataTable({\n data: [[{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 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15767729 1 20.00 1.250 1 4 ... 0 0 2 140 5 0\n", "19 15768600 0 22.42 5.665 2 11 ... 7 0 2 129 3258 1\n", "20 15699839 0 28.17 0.585 2 6 ... 0 0 2 260 1005 0\n", "21 15786237 0 19.17 0.585 1 6 ... 0 1 2 160 1 0\n", "22 15694530 1 41.17 1.335 2 2 ... 0 0 2 168 1 0\n", "23 15796813 1 41.58 1.750 2 4 ... 0 0 2 160 1 0\n", "24 15605791 1 19.50 9.585 2 6 ... 0 0 2 80 351 0\n", "25 15714087 1 32.75 1.500 2 13 ... 3 1 2 0 1 1\n", "26 15711446 1 22.50 0.125 1 4 ... 0 0 2 200 71 0\n", "27 15588123 1 33.17 3.040 1 8 ... 1 1 2 180 18028 1\n", "28 15748552 0 30.67 12.000 2 8 ... 1 0 2 220 20 1\n", "29 15618410 1 23.08 2.500 2 8 ... 11 1 2 60 2185 1\n", ".. ... .. ... ... .. .. ... ... ... ... ... ... ...\n", "660 15598586 1 26.67 2.710 1 13 ... 1 0 2 211 1 1\n", "661 15665014 0 22.50 0.415 2 3 ... 0 1 1 144 1 0\n", "662 15701738 1 39.92 0.540 1 6 ... 3 0 2 200 1001 1\n", "663 15650591 0 26.08 8.665 2 6 ... 0 0 2 160 151 1\n", "664 15652667 1 20.00 0.000 2 2 ... 0 0 2 144 1 0\n", "665 15679622 1 31.57 4.000 1 3 ... 0 1 2 411 1 0\n", "666 15730150 1 26.75 4.500 1 8 ... 0 0 2 200 1211 0\n", "667 15813192 0 24.92 1.250 2 1 ... 0 0 2 80 1 0\n", "668 15606554 0 32.25 1.500 2 8 ... 0 1 2 372 123 0\n", "669 15611794 1 17.67 4.460 2 8 ... 0 0 1 80 1 0\n", "670 15672357 0 37.75 5.500 2 11 ... 0 1 2 228 1 1\n", "671 15711759 1 22.67 2.540 1 8 ... 0 0 2 0 1 1\n", "672 15615296 0 17.92 10.210 2 1 ... 0 0 2 0 51 0\n", "673 15699294 1 24.42 12.335 2 11 ... 0 1 2 120 1 1\n", "674 15788634 0 25.75 0.500 2 8 ... 0 1 2 491 1 1\n", "675 15660871 1 26.17 12.500 1 4 ... 0 1 2 0 18 0\n", "676 15618258 0 22.75 6.165 2 6 ... 0 0 2 220 1001 0\n", "677 15722535 1 23.00 0.750 2 7 ... 0 1 1 320 1 0\n", "678 15711977 1 25.67 0.290 1 8 ... 0 1 2 160 1 0\n", "679 15690169 1 48.58 0.205 1 4 ... 11 0 2 380 2733 1\n", "680 15790689 1 21.17 0.000 2 8 ... 0 1 1 0 1 0\n", "681 15665181 1 35.25 16.500 1 8 ... 0 0 2 80 1 0\n", "682 15633608 0 22.92 11.585 2 13 ... 0 0 2 80 1350 1\n", "683 15805261 0 48.17 1.335 2 3 ... 0 0 2 0 121 0\n", "684 15740356 1 43.00 0.290 1 13 ... 8 0 2 100 376 1\n", "685 15808223 1 31.57 10.500 2 14 ... 0 0 2 0 1 1\n", "686 15769980 1 20.67 0.415 2 8 ... 0 0 2 0 45 0\n", "687 15675450 0 18.83 9.540 2 6 ... 0 0 2 100 1 1\n", "688 15776494 0 27.42 14.500 2 14 ... 1 0 2 120 12 1\n", "689 15592412 1 41.00 0.040 2 10 ... 1 0 1 560 1 1\n", "\n", "[690 rows x 16 columns]" ] }, "metadata": { "tags": [] }, "execution_count": 9 } ] }, { "cell_type": "code", "metadata": { "id": "J6A0kCCnOow_", "colab_type": "code", "outputId": "197b3332-e999-4918-cd38-9d0c589fa96b", "colab": { "base_uri": "https://localhost:8080/", "height": 51 } }, "source": [ "X = dataset.iloc[:, :-1].values\n", "y = dataset.iloc[:, -1].values\n", "print(f\"X Dimension = {X.shape}\")\n", "print(f\"y Dimension = {y.shape}\")" ], "execution_count": 17, "outputs": [ { "output_type": "stream", "text": [ "X Dimension = (690, 15)\n", "y Dimension = (690,)\n" ], "name": "stdout" } ] }, { "cell_type": "code", "metadata": { "id": "spavkAnWQirr", "colab_type": "code", "colab": {} }, "source": [ "# Feature Scaling\n", "from sklearn.preprocessing import MinMaxScaler\n", "sc = MinMaxScaler(feature_range=(0, 1))\n", "X = sc.fit_transform(X)" ], "execution_count": 0, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "bxX1VfZaRYfh", "colab_type": "text" }, "source": [ "# STEP 2" ] }, { "cell_type": "code", "metadata": { "id": "UWnu_HbkRU1K", "colab_type": "code", "colab": {} }, "source": [ "# Training the SOM\n", "\n", "# # Import module \"minisom.py\" from DATASET_DIRECTORY\n", "# # ref: https://stackoverflow.com/a/67692/4886384\n", "# MODULE_PATH = DATASET_DIRECTORY + 'minisom.py'\n", "# import importlib.util\n", "# spec = importlib.util.spec_from_file_location('minisom', MODULE_PATH)\n", "# minisom = importlib.util.module_from_spec(spec)\n", "# spec.loader.exec_module(minisom)" ], "execution_count": 0, "outputs": [] }, { "cell_type": "code", "metadata": { "id": "00QCp-8AQncs", "colab_type": "code", "colab": { "base_uri": "https://localhost:8080/", "height": 153 }, "outputId": "291d1f7f-3dfd-44e8-f842-5abc548224a8" }, "source": [ "# Or using pip install (recent version minisom)\n", "!pip install minisom" ], "execution_count": 13, "outputs": [ { "output_type": "stream", "text": [ "Collecting minisom\n", " Downloading https://files.pythonhosted.org/packages/1a/87/97de0d9ad8b89b809bd00e83a95a50883a400a9d84ff4d696a68ec9f8010/MiniSom-2.1.8.tar.gz\n", "Building wheels for collected packages: minisom\n", " Building wheel for minisom (setup.py) ... \u001b[?25l\u001b[?25hdone\n", " Stored in directory: /root/.cache/pip/wheels/5c/46/22/d2aaf936c144c0ca6cdda2014ce9a763baff5ff8bf158b67fd\n", "Successfully built minisom\n", "Installing collected packages: minisom\n", "Successfully installed minisom-2.1.8\n" ], "name": "stdout" } ] }, { "cell_type": "code", "metadata": { "id": "mCR8PY3xRMQS", "colab_type": "code", "colab": {} }, "source": [ "# Training the SOM\n", "from minisom import MiniSom\n", "som = MiniSom(x=10, y=10, input_len=15, sigma=1.0, learning_rate=0.5)" ], "execution_count": 0, "outputs": [] }, { "cell_type": "code", "metadata": { "id": "3JpZRbhoSfxd", "colab_type": "code", "colab": {} }, "source": [ "som.random_weights_init(X)\n", "som.train_random(data=X, num_iteration=100)" ], "execution_count": 0, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "aZLFHyzMTQAh", "colab_type": "text" }, "source": [ "# STEP 3" ] }, { "cell_type": "code", "metadata": { "id": "tk5B4TRsTDIj", "colab_type": "code", "colab": {} }, "source": [ "# Visualizing the results\n", "from pylab import bone, pcolor, colorbar, plot, show" ], "execution_count": 0, "outputs": [] }, { "cell_type": "code", "metadata": { "id": "JCtUtdbLTteN", "colab_type": "code", "colab": { "base_uri": "https://localhost:8080/", "height": 596 }, "outputId": "d9100a87-6d4a-4984-8131-8e6b7e343cff" }, "source": [ "from pylab import rcParams\n", "rcParams['figure.figsize'] = 15, 10\n", "bone()\n", "pcolor(som.distance_map().T)\n", "colorbar()\n", "markers = ['o', 's']\n", "colors = ['r', 'g']\n", "for i, x in enumerate(X):\n", " w = som.winner(x)\n", " plot(w[0] + 0.5,\n", " w[1] + 0.5,\n", " markers[y[i]],\n", " markeredgecolor=colors[y[i]],\n", " markerfacecolor='None',\n", " markersize=10,\n", " markeredgewidth=2)\n", "show()" ], "execution_count": 31, "outputs": [ { "output_type": "display_data", "data": { "image/png": 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1tZL+LmlC40bW2nnW2pOttSeHQmmf4O0AAAAAHE4+Sc3GVkmnG2O6SKqUdLak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\nZENERERERPJCyYaIiIiIiOTF/w/60ZYUJ9TlfQAAAABJRU5ErkJggg==\n", "text/plain": [ "
" ] }, "metadata": { "tags": [] } } ] }, { "cell_type": "markdown", "metadata": { "id": "_-y8U7V_XqFp", "colab_type": "text" }, "source": [ "# STEP 4" ] }, { "cell_type": "code", "metadata": { "id": "m94FIHOYUXHM", "colab_type": "code", "colab": {} }, "source": [ "# Finding the frauds\n", "mappings = som.win_map(X)" ], "execution_count": 0, "outputs": [] }, { "cell_type": "code", "metadata": { "id": "qA07M9R4X0UV", "colab_type": "code", "colab": { "base_uri": "https://localhost:8080/", "height": 301 }, "outputId": "2de6b4e5-f085-45c5-ead6-3190a9c0d7eb" }, "source": [ "frauds = np.concatenate((mappings[(3, 3)], mappings[(8, 8)]), axis=0)\n", "pd.DataFrame(frauds)" ], "execution_count": 37, "outputs": [ { "output_type": "execute_result", "data": { "application/vnd.google.colaboratory.module+javascript": "\n import \"https://ssl.gstatic.com/colaboratory/data_table/81868506e94e6988/data_table.js\";\n\n window.createDataTable({\n data: [[{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 15683168,\n 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