PhD_Work_Creativity_LSTM.ipynb

{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "name": "PhD Work_Creativity",
      "provenance": [],
      "authorship_tag": "ABX9TyOmNHy5K6EgQgpyuN/9ioHj",
      "include_colab_link": true
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/ludwigwittgenstein2/Research/blob/master/PhD_Work_Creativity_LSTM.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "id": "rxmKC6XSohEo"
      },
      "outputs": [],
      "source": [
        "\n"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        ""
      ],
      "metadata": {
        "id": "YWw4gsf4o6Jn"
      },
      "execution_count": 1,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#Goal is to create, Creative Function\n",
        "#Goal is to design a new Architecture\n",
        "#Validate the Results"
      ],
      "metadata": {
        "id": "E4O4q0uBo6St"
      },
      "execution_count": 2,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        ""
      ],
      "metadata": {
        "id": "gQdPkfFCpnrJ"
      },
      "execution_count": 2,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#LSTM CODE Generation"
      ],
      "metadata": {
        "id": "pGcqrWmcpn2b"
      },
      "execution_count": 3,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "#LSTM\n",
        "\n",
        "![Screen Shot 2022-05-24 at 8.18.12 PM.png](data:image/png;base64,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)"
      ],
      "metadata": {
        "id": "Rhbo0vbTyoPJ"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "#Dataset"
      ],
      "metadata": {
        "id": "3OX1Cq1my08k"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Articles April - 2017 \n",
        "\n",
        "\n",
        "\n"
      ],
      "metadata": {
        "id": "oYSfQ-bFy3dB"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import pandas "
      ],
      "metadata": {
        "id": "Kszc-NWI0mIC"
      },
      "execution_count": 5,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        ""
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "7mDFQOAU0ymf",
        "outputId": "62415837-2b9c-4583-d2a0-43cf3f58ea1c"
      },
      "execution_count": 7,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<module 'pandas' from '/usr/local/lib/python3.7/dist-packages/pandas/__init__.py'>"
            ]
          },
          "metadata": {},
          "execution_count": 7
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "text_csv= pandas.read_csv(\"/content/sample_data/ArticlesApril2017.csv\")\n",
        "\n",
        "df=pandas.DataFrame(text_csv)\n",
        "\n",
        "df.describe()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 300
        },
        "id": "pw58MOUl0eNr",
        "outputId": "67a02fde-07cc-4e76-a455-b75cdc7ae350"
      },
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "       articleWordCount  multimedia   printPage\n",
              "count        886.000000  886.000000  886.000000\n",
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              "      <td>The two selections for high-profile posts, bot...</td>\n",
              "      <td>The New York Times</td>\n",
              "      <td>News</td>\n",
              "      <td>https://www.nytimes.com/2017/04/04/us/politics...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>97</th>\n",
              "      <td>NaN</td>\n",
              "      <td>58e447087c459f24986d867e</td>\n",
              "      <td>1189</td>\n",
              "      <td>By PETER BAKER</td>\n",
              "      <td>article</td>\n",
              "      <td>For Trump, a Focus on U.S. Interests and a Dis...</td>\n",
              "      <td>['Trump, Donald J', 'United States Internation...</td>\n",
              "      <td>3</td>\n",
              "      <td>Foreign</td>\n",
              "      <td>1</td>\n",
              "      <td>2017-04-05 01:23:10</td>\n",
              "      <td>Politics</td>\n",
              "      <td>Where other American presidents might have use...</td>\n",
              "      <td>The New York Times</td>\n",
              "      <td>News Analysis</td>\n",
              "      <td>https://www.nytimes.com/2017/04/04/us/politics...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>98</th>\n",
              "      <td>NaN</td>\n",
              "      <td>58e44fab7c459f24986d8691</td>\n",
              "      <td>725</td>\n",
              "      <td>By DEB AMLEN</td>\n",
              "      <td>article</td>\n",
              "      <td>At the Center of the Universe</td>\n",
              "      <td>['Crossword Puzzles']</td>\n",
              "      <td>3</td>\n",
              "      <td>Games</td>\n",
              "      <td>0</td>\n",
              "      <td>2017-04-05 02:00:04</td>\n",
              "      <td>Unknown</td>\n",
              "      <td>Alex Eaton-Salners returns with a controversia...</td>\n",
              "      <td>The New York Times</td>\n",
              "      <td>News</td>\n",
              "      <td>https://www.nytimes.com/2017/04/04/crosswords/...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>99</th>\n",
              "      <td>NaN</td>\n",
              "      <td>58e45dbb7c459f24986d86a9</td>\n",
              "      <td>1247</td>\n",
              "      <td>By MIKE HALE</td>\n",
              "      <td>article</td>\n",
              "      <td>‘The Americans’ Season 5, Episode 5 Recap: Who...</td>\n",
              "      <td>['Television', 'The Americans (TV Program)']</td>\n",
              "      <td>3</td>\n",
              "      <td>Culture</td>\n",
              "      <td>0</td>\n",
              "      <td>2017-04-05 03:00:03</td>\n",
              "      <td>Television</td>\n",
              "      <td>Philip’s existential crisis reached what looke...</td>\n",
              "      <td>The New York Times</td>\n",
              "      <td>News</td>\n",
              "      <td>https://www.nytimes.com/2017/04/04/arts/televi...</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>99 rows × 16 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-8e1c1be7-b8fd-4116-b8c4-b362b6724cee')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\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",
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              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
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              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
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              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
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              "      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-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert: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",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-8e1c1be7-b8fd-4116-b8c4-b362b6724cee button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-8e1c1be7-b8fd-4116-b8c4-b362b6724cee');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
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              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 12
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from keras.preprocessing.sequence import pad_sequences\n",
        "from keras.layers import Embedding, LSTM, Dense, Dropout\n",
        "from keras.preprocessing.text import Tokenizer\n",
        "from keras.callbacks import EarlyStopping\n",
        "from keras.models import Sequential\n",
        "\n",
        "\n",
        "# set seeds for reproducability\n",
        "import tensorflow \n",
        "import pandas as pd\n",
        "import numpy as np\n",
        "import string \n",
        "import os \n",
        "import warnings\n",
        "warnings.filterwarnings(\"ignore\")\n",
        "warnings.simplefilter(action='ignore', category=FutureWarning)"
      ],
      "metadata": {
        "id": "QYZPQ2xaoirP"
      },
      "execution_count": 4,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from keras.utils import np_utils"
      ],
      "metadata": {
        "id": "UUJSxCv5tmpA"
      },
      "execution_count": 5,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "import keras.utils as ku "
      ],
      "metadata": {
        "id": "fxq--3Wqt_Qp"
      },
      "execution_count": 6,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from tensorflow.keras.utils import to_categorical"
      ],
      "metadata": {
        "id": "Gb-XvlCJtu8Y"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from numpy import random"
      ],
      "metadata": {
        "id": "KqCGmPPjsSwf"
      },
      "execution_count": 8,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from numpy.random import seed\n",
        "seed(1)\n",
        "from tensorflow import random\n",
        "random.set_seed(1)"
      ],
      "metadata": {
        "id": "tknjyvRbsvuX"
      },
      "execution_count": 9,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        ""
      ],
      "metadata": {
        "id": "OchwMOS_rrre"
      },
      "execution_count": 9,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "curr_dir = '/content/sample_data/'\n",
        "all_headlines = []\n",
        "for filename in os.listdir(curr_dir):\n",
        "    if 'Articles' in filename:\n",
        "        article_df = pd.read_csv(curr_dir + filename)\n",
        "        all_headlines.extend(list(article_df.headline.values))\n",
        "        break\n",
        "\n",
        "all_headlines = [h for h in all_headlines if h != \"Unknown\"]\n",
        "len(all_headlines)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ju5uyh_Rop9r",
        "outputId": "87b64920-1b71-4970-9070-3ee7fc350bb3"
      },
      "execution_count": 16,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "831"
            ]
          },
          "metadata": {},
          "execution_count": 16
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "def clean_text(txt):\n",
        "    txt = \"\".join(v for v in txt if v not in string.punctuation).lower()\n",
        "    txt = txt.encode(\"utf8\").decode(\"ascii\",'ignore')\n",
        "    return txt \n",
        "\n",
        "corpus = [clean_text(x) for x in all_headlines]\n",
        "corpus[:10]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "gU0-h-OErqe1",
        "outputId": "1976c448-8d9e-4b35-d171-44f736ca5123"
      },
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "['finding an expansive view  of a forgotten people in niger',\n",
              " 'and now  the dreaded trump curse',\n",
              " 'venezuelas descent into dictatorship',\n",
              " 'stain permeates basketball blue blood',\n",
              " 'taking things for granted',\n",
              " 'the caged beast awakens',\n",
              " 'an everunfolding story',\n",
              " 'oreilly thrives as settlements add up',\n",
              " 'mouse infestation',\n",
              " 'divide in gop now threatens trump tax plan']"
            ]
          },
          "metadata": {},
          "execution_count": 17
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "tokenizer = Tokenizer()\n",
        "\n",
        "def get_sequence_of_tokens(corpus):\n",
        "    ## tokenization\n",
        "    tokenizer.fit_on_texts(corpus)\n",
        "    total_words = len(tokenizer.word_index) + 1\n",
        "    \n",
        "    ## convert data to sequence of tokens \n",
        "    input_sequences = []\n",
        "    for line in corpus:\n",
        "        token_list = tokenizer.texts_to_sequences([line])[0]\n",
        "        for i in range(1, len(token_list)):\n",
        "            n_gram_sequence = token_list[:i+1]\n",
        "            input_sequences.append(n_gram_sequence)\n",
        "    return input_sequences, total_words\n",
        "\n",
        "inp_sequences, total_words = get_sequence_of_tokens(corpus)\n",
        "inp_sequences[:10]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "m9Bdwk-AtPf0",
        "outputId": "4c558b5b-0f73-4462-cd4e-805f7fb49c53"
      },
      "execution_count": 18,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[[169, 17],\n",
              " [169, 17, 665],\n",
              " [169, 17, 665, 367],\n",
              " [169, 17, 665, 367, 4],\n",
              " [169, 17, 665, 367, 4, 2],\n",
              " [169, 17, 665, 367, 4, 2, 666],\n",
              " [169, 17, 665, 367, 4, 2, 666, 170],\n",
              " [169, 17, 665, 367, 4, 2, 666, 170, 5],\n",
              " [169, 17, 665, 367, 4, 2, 666, 170, 5, 667],\n",
              " [6, 80]]"
            ]
          },
          "metadata": {},
          "execution_count": 18
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        ""
      ],
      "metadata": {
        "id": "C2Kpbru4tSLb"
      },
      "execution_count": 12,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "def generate_padded_sequences(input_sequences):\n",
        "    max_sequence_len = max([len(x) for x in input_sequences])\n",
        "    input_sequences = np.array(pad_sequences(input_sequences, maxlen=max_sequence_len, padding='pre'))\n",
        "    \n",
        "    predictors, label = input_sequences[:,:-1],input_sequences[:,-1]\n",
        "    label = to_categorical(label, num_classes=total_words)\n",
        "    return predictors, label, max_sequence_len\n",
        "\n",
        "predictors, label, max_sequence_len = generate_padded_sequences(inp_sequences)"
      ],
      "metadata": {
        "id": "ORvfR6TVtSVE"
      },
      "execution_count": 19,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "def create_model(max_sequence_len, total_words):\n",
        "    input_len = max_sequence_len - 1\n",
        "    model = Sequential()\n",
        "    \n",
        "    # Add Input Embedding Layer\n",
        "    model.add(Embedding(total_words, 10, input_length=input_len))\n",
        "    \n",
        "    # Add Hidden Layer 1 - LSTM Layer\n",
        "    model.add(LSTM(100))\n",
        "    model.add(Dropout(0.1))\n",
        "    \n",
        "    # Add Output Layer\n",
        "    model.add(Dense(total_words, activation='softmax'))\n",
        "\n",
        "    model.compile(loss='categorical_crossentropy', optimizer='adam')\n",
        "    \n",
        "    return model\n",
        "\n",
        "model = create_model(max_sequence_len, total_words)\n",
        "model.summary()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "a89VH3uRtUti",
        "outputId": "71cb45de-cf79-4cc9-b57b-fc83a69d355b"
      },
      "execution_count": 20,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Model: \"sequential\"\n",
            "_________________________________________________________________\n",
            " Layer (type)                Output Shape              Param #   \n",
            "=================================================================\n",
            " embedding (Embedding)       (None, 18, 10)            24220     \n",
            "                                                                 \n",
            " lstm (LSTM)                 (None, 100)               44400     \n",
            "                                                                 \n",
            " dropout (Dropout)           (None, 100)               0         \n",
            "                                                                 \n",
            " dense (Dense)               (None, 2422)              244622    \n",
            "                                                                 \n",
            "=================================================================\n",
            "Total params: 313,242\n",
            "Trainable params: 313,242\n",
            "Non-trainable params: 0\n",
            "_________________________________________________________________\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "model.fit(predictors, label, epochs=100, verbose=5)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "mXddkaXxuMZh",
        "outputId": "a4e9df5a-c1b1-42f6-df92-96789bb5b691"
      },
      "execution_count": 21,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch 1/100\n",
            "Epoch 2/100\n",
            "Epoch 3/100\n",
            "Epoch 4/100\n",
            "Epoch 5/100\n",
            "Epoch 6/100\n",
            "Epoch 7/100\n",
            "Epoch 8/100\n",
            "Epoch 9/100\n",
            "Epoch 10/100\n",
            "Epoch 11/100\n",
            "Epoch 12/100\n",
            "Epoch 13/100\n",
            "Epoch 14/100\n",
            "Epoch 15/100\n",
            "Epoch 16/100\n",
            "Epoch 17/100\n",
            "Epoch 18/100\n",
            "Epoch 19/100\n",
            "Epoch 20/100\n",
            "Epoch 21/100\n",
            "Epoch 22/100\n",
            "Epoch 23/100\n",
            "Epoch 24/100\n",
            "Epoch 25/100\n",
            "Epoch 26/100\n",
            "Epoch 27/100\n",
            "Epoch 28/100\n",
            "Epoch 29/100\n",
            "Epoch 30/100\n",
            "Epoch 31/100\n",
            "Epoch 32/100\n",
            "Epoch 33/100\n",
            "Epoch 34/100\n",
            "Epoch 35/100\n",
            "Epoch 36/100\n",
            "Epoch 37/100\n",
            "Epoch 38/100\n",
            "Epoch 39/100\n",
            "Epoch 40/100\n",
            "Epoch 41/100\n",
            "Epoch 42/100\n",
            "Epoch 43/100\n",
            "Epoch 44/100\n",
            "Epoch 45/100\n",
            "Epoch 46/100\n",
            "Epoch 47/100\n",
            "Epoch 48/100\n",
            "Epoch 49/100\n",
            "Epoch 50/100\n",
            "Epoch 51/100\n",
            "Epoch 52/100\n",
            "Epoch 53/100\n",
            "Epoch 54/100\n",
            "Epoch 55/100\n",
            "Epoch 56/100\n",
            "Epoch 57/100\n",
            "Epoch 58/100\n",
            "Epoch 59/100\n",
            "Epoch 60/100\n",
            "Epoch 61/100\n",
            "Epoch 62/100\n",
            "Epoch 63/100\n",
            "Epoch 64/100\n",
            "Epoch 65/100\n",
            "Epoch 66/100\n",
            "Epoch 67/100\n",
            "Epoch 68/100\n",
            "Epoch 69/100\n",
            "Epoch 70/100\n",
            "Epoch 71/100\n",
            "Epoch 72/100\n",
            "Epoch 73/100\n",
            "Epoch 74/100\n",
            "Epoch 75/100\n",
            "Epoch 76/100\n",
            "Epoch 77/100\n",
            "Epoch 78/100\n",
            "Epoch 79/100\n",
            "Epoch 80/100\n",
            "Epoch 81/100\n",
            "Epoch 82/100\n",
            "Epoch 83/100\n",
            "Epoch 84/100\n",
            "Epoch 85/100\n",
            "Epoch 86/100\n",
            "Epoch 87/100\n",
            "Epoch 88/100\n",
            "Epoch 89/100\n",
            "Epoch 90/100\n",
            "Epoch 91/100\n",
            "Epoch 92/100\n",
            "Epoch 93/100\n",
            "Epoch 94/100\n",
            "Epoch 95/100\n",
            "Epoch 96/100\n",
            "Epoch 97/100\n",
            "Epoch 98/100\n",
            "Epoch 99/100\n",
            "Epoch 100/100\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<keras.callbacks.History at 0x7fba077a8110>"
            ]
          },
          "metadata": {},
          "execution_count": 21
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        ""
      ],
      "metadata": {
        "id": "MSqUVSwGuOw-"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#Generating Text"
      ],
      "metadata": {
        "id": "yvaNcuF8uO8s"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "def generate_text(seed_text, next_words, model, max_sequence_len):\n",
        "    for _ in range(next_words):\n",
        "        token_list = tokenizer.texts_to_sequences([seed_text])[0]\n",
        "        token_list = pad_sequences([token_list], maxlen=max_sequence_len-1, padding='pre')\n",
        "        predicted = model.predict(token_list, verbose=0)\n",
        "        np.argmax(predicted)\n",
        "        \n",
        "        \n",
        "        output_word = \"\"\n",
        "        for word,index in tokenizer.word_index.items():\n",
        "            #print(type(index))\n",
        "            #print(type(predicted))\n",
        "            if index == predicted.all():\n",
        "                output_word = word\n",
        "                break\n",
        "        seed_text += \" \"+output_word\n",
        "    return seed_text.title()"
      ],
      "metadata": {
        "id": "asCxi28suSD3"
      },
      "execution_count": 54,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "print (generate_text(\"united states\", 5, model, max_sequence_len))\n",
        "print (generate_text(\"preident trump\", 4, model, max_sequence_len))\n",
        "print (generate_text(\"donald trump\", 4, model, max_sequence_len))\n",
        "print (generate_text(\"india and china\", 4, model, max_sequence_len))\n",
        "print (generate_text(\"new york\", 4, model, max_sequence_len))\n",
        "print (generate_text(\"science and technology\", 5, model, max_sequence_len))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "fxwGwX2muSJ4",
        "outputId": "14759bb3-8ad6-48e1-b691-5a94e698680b"
      },
      "execution_count": 55,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "United States The The The The The\n",
            "Preident Trump The The The The\n",
            "Donald Trump The The The The\n",
            "India And China The The The The\n",
            "New York The The The The\n",
            "Science And Technology The The The The The\n"
          ]
        }
      ]
    }
  ]
}