dataPreprocessing.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "9d07ba87",
   "metadata": {},
   "source": [
    "# Data Preprocessing and Understanding"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ca9b5e6d",
   "metadata": {},
   "source": [
    "## Set Workspace"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "e2849371",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Import neccessary packages\n",
    "\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import random\n",
    "import re\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "\n",
    "from nltk.tokenize import word_tokenize\n",
    "\n",
    "import stylecloud\n",
    "from wordcloud import (WordCloud, \n",
    "                       ImageColorGenerator,\n",
    "                       STOPWORDS)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "5370f24f",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Settings to display dataframes\n",
    "\n",
    "pd.options.display.max_colwidth=None\n",
    "pd.options.display.max_rows=None\n",
    "pd.options.display.float_format = \"{:,.2f}\".format"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "e0cacd42",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Settings for figures and plots\n",
    "\n",
    "%matplotlib inline\n",
    "\n",
    "sns.set_style(\"darkgrid\")\n",
    "colors = sns.color_palette('PuBuGn')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6870e993",
   "metadata": {},
   "source": [
    "## Load Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "ccf2d158",
   "metadata": {},
   "outputs": [
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Title</th>\n",
       "      <th>TruncAbstr</th>\n",
       "      <th>AugmTitle</th>\n",
       "      <th>Info</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Prospective study of equine colic risk factors</td>\n",
       "      <td>A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …</td>\n",
       "      <td>('Prospective study of equine colic risk factors', 'A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …')</td>\n",
       "      <td>MK Tinker, NA White, P Lessard… - Equine veterinary …, 1997 - Wiley Online Library</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>[PDF][PDF] Dietary and other management factors associated with equine colic</td>\n",
       "      <td>… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …</td>\n",
       "      <td>('[PDF][PDF] Dietary and other management factors associated with equine colic', '… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …')</td>\n",
       "      <td>N Cohen, P Gibbs, A Woods - J. Am. Vet. Med. Assoc, 1999 - researchgate.net</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                                          Title  \\\n",
       "0                                Prospective study of equine colic risk factors   \n",
       "1  [PDF][PDF] Dietary and other management factors associated with equine colic   \n",
       "\n",
       "                                                                                                                                                                                     TruncAbstr  \\\n",
       "0    A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …   \n",
       "1  … Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …   \n",
       "\n",
       "                                                                                                                                                                                                                                                                          AugmTitle  \\\n",
       "0                                  ('Prospective study of equine colic risk factors', 'A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …')   \n",
       "1  ('[PDF][PDF] Dietary and other management factors associated with equine colic', '… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …')   \n",
       "\n",
       "                                                                                 Info  \n",
       "0  MK Tinker, NA White, P Lessard… - Equine veterinary …, 1997 - Wiley Online Library  \n",
       "1         N Cohen, P Gibbs, A Woods - J. Am. Vet. Med. Assoc, 1999 - researchgate.net  "
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Data on horse colic\n",
    "horse_df = pd.read_csv('data/horse_colic.csv')\n",
    "horse_df.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "9bc8a3dd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(1050, 4)"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Get the data shape\n",
    "horse_df.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "506116b1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "120"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Check for duplicated records\n",
    "horse_df.duplicated().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "96b4bd90",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Drop the duplicates\n",
    "horse_df.drop_duplicates(inplace=True)\n",
    "\n",
    "# Check for success\n",
    "horse_df.duplicated().sum()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8b7120e9",
   "metadata": {},
   "source": [
    "## Preprocess Data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "439859f5",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "The data preprocessing consists of the following steps:\n",
    "    <li> replace NaN values in TruncAbstract with the empty string,</li>\n",
    "    <li>create a Label column that contains the type markers from the Title column,</li>\n",
    "    <li>rename the labels,</li>\n",
    "    <li>create a CleanTitle column that contains the titles without the type markers,</li>\n",
    "    <li>combine the CleanTitle with TruncAbstract to create a CleanAugmAbstr column,</li>\n",
    "    <li>remove the line delimitators from CleanAugmAbstr texts.</li>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "868610f9",
   "metadata": {},
   "outputs": [],
   "source": [
    "# The following codes are used in the dataset\n",
    "codes = ['[PDF][PDF]', '[BOOK][B]', '[HTML][HTML]', '[DOC][DOC]', '[CITATION][C]']\n",
    "\n",
    "# Create a replacement dictionary\n",
    "replace_dict = {'[PDF][PDF]':'PDF', '[BOOK][B]':'BOOK', \n",
    "                '[HTML][HTML]':'HTML', '[DOC][DOC]':'DOC', \n",
    "                '[CITATION][C]': 'CITE', 'ART':'ART'}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "9bf8f9e3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Title           0\n",
       "TruncAbstr    166\n",
       "AugmTitle       0\n",
       "Info            0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Find how many missing values\n",
    "horse_df.isna().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "d9154959",
   "metadata": {},
   "outputs": [
    {
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       "      <th>97</th>\n",
       "      <td>[CITATION][C] Study on the diagnosis of the common real equine colic with a computer system</td>\n",
       "      <td>NaN</td>\n",
       "      <td>('[CITATION][C] Study on the diagnosis of the common real equine colic with a computer system', '')</td>\n",
       "      <td>Z Xin - Chinese Journal of Animal and Veterinary Sciences, 1987</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>115</th>\n",
       "      <td>[CITATION][C] Colic incidence and mortality</td>\n",
       "      <td>NaN</td>\n",
       "      <td>('[CITATION][C] Colic incidence and mortality', '')</td>\n",
       "      <td>MK Tinker, NA Whitet, B Davist, DK Carmelw - Equine vet J, 1997</td>\n",
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      "text/plain": [
       "                                                                                           Title  \\\n",
       "97   [CITATION][C] Study on the diagnosis of the common real equine colic with a computer system   \n",
       "115                                                  [CITATION][C] Colic incidence and mortality   \n",
       "\n",
       "    TruncAbstr  \\\n",
       "97         NaN   \n",
       "115        NaN   \n",
       "\n",
       "                                                                                               AugmTitle  \\\n",
       "97   ('[CITATION][C] Study on the diagnosis of the common real equine colic with a computer system', '')   \n",
       "115                                                  ('[CITATION][C] Colic incidence and mortality', '')   \n",
       "\n",
       "                                                                Info  \n",
       "97   Z Xin - Chinese Journal of Animal and Veterinary Sciences, 1987  \n",
       "115  MK Tinker, NA Whitet, B Davist, DK Carmelw - Equine vet J, 1997  "
      ]
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   ],
   "source": [
    "# The missing abstract entries correspond to citation items\n",
    "df_no_abstract = horse_df[horse_df.isna().any(axis=1)]\n",
    "df_no_abstract.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "c958caa8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Title         0\n",
       "TruncAbstr    0\n",
       "AugmTitle     0\n",
       "Info          0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Fill in the missing values with the empty string\n",
    "horse_df = horse_df.fillna('')\n",
    "\n",
    "# Check for success\n",
    "horse_df.isna().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "3cfc3572",
   "metadata": {},
   "outputs": [
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       "      <td>Prospective study of equine colic risk factors</td>\n",
       "      <td>A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …</td>\n",
       "      <td>('Prospective study of equine colic risk factors', 'A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …')</td>\n",
       "      <td>MK Tinker, NA White, P Lessard… - Equine veterinary …, 1997 - Wiley Online Library</td>\n",
       "      <td>ART</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>[PDF][PDF] Dietary and other management factors associated with equine colic</td>\n",
       "      <td>… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …</td>\n",
       "      <td>('[PDF][PDF] Dietary and other management factors associated with equine colic', '… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …')</td>\n",
       "      <td>N Cohen, P Gibbs, A Woods - J. Am. Vet. Med. Assoc, 1999 - researchgate.net</td>\n",
       "      <td>ART</td>\n",
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      "text/plain": [
       "                                                                          Title  \\\n",
       "0                                Prospective study of equine colic risk factors   \n",
       "1  [PDF][PDF] Dietary and other management factors associated with equine colic   \n",
       "\n",
       "                                                                                                                                                                                     TruncAbstr  \\\n",
       "0    A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …   \n",
       "1  … Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …   \n",
       "\n",
       "                                                                                                                                                                                                                                                                          AugmTitle  \\\n",
       "0                                  ('Prospective study of equine colic risk factors', 'A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …')   \n",
       "1  ('[PDF][PDF] Dietary and other management factors associated with equine colic', '… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …')   \n",
       "\n",
       "                                                                                 Info  \\\n",
       "0  MK Tinker, NA White, P Lessard… - Equine veterinary …, 1997 - Wiley Online Library   \n",
       "1         N Cohen, P Gibbs, A Woods - J. Am. Vet. Med. Assoc, 1999 - researchgate.net   \n",
       "\n",
       "  Label  \n",
       "0   ART  \n",
       "1   ART  "
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create a new column to hold the labels\n",
    "horse_df['Label'] = 'ART'\n",
    "horse_df.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "c413f854",
   "metadata": {},
   "outputs": [
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       "      <td>Prospective study of equine colic risk factors</td>\n",
       "      <td>A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …</td>\n",
       "      <td>('Prospective study of equine colic risk factors', 'A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …')</td>\n",
       "      <td>MK Tinker, NA White, P Lessard… - Equine veterinary …, 1997 - Wiley Online Library</td>\n",
       "      <td>ART</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>[PDF][PDF] Dietary and other management factors associated with equine colic</td>\n",
       "      <td>… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …</td>\n",
       "      <td>('[PDF][PDF] Dietary and other management factors associated with equine colic', '… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …')</td>\n",
       "      <td>N Cohen, P Gibbs, A Woods - J. Am. Vet. Med. Assoc, 1999 - researchgate.net</td>\n",
       "      <td>[PDF][PDF]</td>\n",
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       "                                                                          Title  \\\n",
       "0                                Prospective study of equine colic risk factors   \n",
       "1  [PDF][PDF] Dietary and other management factors associated with equine colic   \n",
       "\n",
       "                                                                                                                                                                                     TruncAbstr  \\\n",
       "0    A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …   \n",
       "1  … Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …   \n",
       "\n",
       "                                                                                                                                                                                                                                                                          AugmTitle  \\\n",
       "0                                  ('Prospective study of equine colic risk factors', 'A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …')   \n",
       "1  ('[PDF][PDF] Dietary and other management factors associated with equine colic', '… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …')   \n",
       "\n",
       "                                                                                 Info  \\\n",
       "0  MK Tinker, NA White, P Lessard… - Equine veterinary …, 1997 - Wiley Online Library   \n",
       "1         N Cohen, P Gibbs, A Woods - J. Am. Vet. Med. Assoc, 1999 - researchgate.net   \n",
       "\n",
       "        Label  \n",
       "0         ART  \n",
       "1  [PDF][PDF]  "
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Populate the Label column with the codes extracted from Title column\n",
    "# This does not seem to work, it sometimes assigns other labels than the expected ones!\n",
    "for c in codes:\n",
    "    horse_df['Label'] = np.where(horse_df['Title'].str.contains(c), c, horse_df['Label'])\n",
    "\n",
    "# Check the output\n",
    "horse_df.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "b0a12eb5",
   "metadata": {},
   "outputs": [
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       "      <th></th>\n",
       "      <th>Title</th>\n",
       "      <th>TruncAbstr</th>\n",
       "      <th>AugmTitle</th>\n",
       "      <th>Info</th>\n",
       "      <th>Label</th>\n",
       "    </tr>\n",
       "  </thead>\n",
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       "      <td>Prospective study of equine colic risk factors</td>\n",
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       "      <td>('Prospective study of equine colic risk factors', 'A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …')</td>\n",
       "      <td>MK Tinker, NA White, P Lessard… - Equine veterinary …, 1997 - Wiley Online Library</td>\n",
       "      <td>ART</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>[PDF][PDF] Dietary and other management factors associated with equine colic</td>\n",
       "      <td>… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …</td>\n",
       "      <td>('[PDF][PDF] Dietary and other management factors associated with equine colic', '… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …')</td>\n",
       "      <td>N Cohen, P Gibbs, A Woods - J. Am. Vet. Med. Assoc, 1999 - researchgate.net</td>\n",
       "      <td>PDF</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                                          Title  \\\n",
       "0                                Prospective study of equine colic risk factors   \n",
       "1  [PDF][PDF] Dietary and other management factors associated with equine colic   \n",
       "\n",
       "                                                                                                                                                                                     TruncAbstr  \\\n",
       "0    A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …   \n",
       "1  … Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …   \n",
       "\n",
       "                                                                                                                                                                                                                                                                          AugmTitle  \\\n",
       "0                                  ('Prospective study of equine colic risk factors', 'A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …')   \n",
       "1  ('[PDF][PDF] Dietary and other management factors associated with equine colic', '… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …')   \n",
       "\n",
       "                                                                                 Info  \\\n",
       "0  MK Tinker, NA White, P Lessard… - Equine veterinary …, 1997 - Wiley Online Library   \n",
       "1         N Cohen, P Gibbs, A Woods - J. Am. Vet. Med. Assoc, 1999 - researchgate.net   \n",
       "\n",
       "  Label  \n",
       "0   ART  \n",
       "1   PDF  "
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Replace the labels with shorter expressions\n",
    "horse_df['Label'] = horse_df['Label'].replace(replace_dict)\n",
    "horse_df.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "67e94692",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create a column to clean the titles \n",
    "horse_df['CleanTitle'] = horse_df.Title"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "e9574a7c",
   "metadata": {},
   "outputs": [
    {
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       "      <td>[PDF][PDF] Dietary and other management factors associated with equine colic</td>\n",
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       "      <td>N Cohen, P Gibbs, A Woods - J. Am. Vet. Med. Assoc, 1999 - researchgate.net</td>\n",
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       "      <td>Dietary and other management factors associated with equine colic</td>\n",
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      ],
      "text/plain": [
       "                                                                          Title  \\\n",
       "0                                Prospective study of equine colic risk factors   \n",
       "1  [PDF][PDF] Dietary and other management factors associated with equine colic   \n",
       "\n",
       "                                                                                                                                                                                     TruncAbstr  \\\n",
       "0    A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …   \n",
       "1  … Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …   \n",
       "\n",
       "                                                                                                                                                                                                                                                                          AugmTitle  \\\n",
       "0                                  ('Prospective study of equine colic risk factors', 'A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …')   \n",
       "1  ('[PDF][PDF] Dietary and other management factors associated with equine colic', '… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …')   \n",
       "\n",
       "                                                                                 Info  \\\n",
       "0  MK Tinker, NA White, P Lessard… - Equine veterinary …, 1997 - Wiley Online Library   \n",
       "1         N Cohen, P Gibbs, A Woods - J. Am. Vet. Med. Assoc, 1999 - researchgate.net   \n",
       "\n",
       "  Label                                                          CleanTitle  \n",
       "0   ART                      Prospective study of equine colic risk factors  \n",
       "1   PDF   Dietary and other management factors associated with equine colic  "
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Remove the labels from titles\n",
    "for c in codes:\n",
    "    horse_df['CleanTitle'] = horse_df['CleanTitle'].str.replace(c,'', regex=False)\n",
    "horse_df.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "8ca35202",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Label\n",
       "ART     743\n",
       "CITE     40\n",
       "DOC      17\n",
       "HTML     46\n",
       "PDF      84\n",
       "dtype: int64"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Group items by type - there are no items books??\n",
    "horse_df.groupby('Label').size()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "85572c35",
   "metadata": {},
   "outputs": [
    {
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       "      <td>('[PDF][PDF] Dietary and other management factors associated with equine colic', '… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …')</td>\n",
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       "                                                                          Title  \\\n",
       "0                                Prospective study of equine colic risk factors   \n",
       "1  [PDF][PDF] Dietary and other management factors associated with equine colic   \n",
       "\n",
       "                                                                                                                                                                                     TruncAbstr  \\\n",
       "0    A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …   \n",
       "1  … Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …   \n",
       "\n",
       "                                                                                                                                                                                                                                                                          AugmTitle  \\\n",
       "0                                  ('Prospective study of equine colic risk factors', 'A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …')   \n",
       "1  ('[PDF][PDF] Dietary and other management factors associated with equine colic', '… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …')   \n",
       "\n",
       "                                                                                 Info  \\\n",
       "0  MK Tinker, NA White, P Lessard… - Equine veterinary …, 1997 - Wiley Online Library   \n",
       "1         N Cohen, P Gibbs, A Woods - J. Am. Vet. Med. Assoc, 1999 - researchgate.net   \n",
       "\n",
       "  Label                                                          CleanTitle  \\\n",
       "0   ART                      Prospective study of equine colic risk factors   \n",
       "1   PDF   Dietary and other management factors associated with equine colic   \n",
       "\n",
       "                                                                                                                                                                                                                                                        CleanAugmTitle  \n",
       "0                        Prospective study of equine colic risk factors  .  A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …  \n",
       "1   Dietary and other management factors associated with equine colic  .  … Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …  "
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Combine Title and TruncAbstract and replace the AugmTitle column\n",
    "horse_df['CleanAugmTitle'] = horse_df['CleanTitle'] + ' ' + ' . '+ ' ' + horse_df['TruncAbstr']\n",
    "horse_df.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "ff92f1f8",
   "metadata": {},
   "outputs": [
    {
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       "      <th>1</th>\n",
       "      <td>[PDF][PDF] Dietary and other management factors associated with equine colic</td>\n",
       "      <td>… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …</td>\n",
       "      <td>('[PDF][PDF] Dietary and other management factors associated with equine colic', '… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …')</td>\n",
       "      <td>N Cohen, P Gibbs, A Woods - J. Am. Vet. Med. Assoc, 1999 - researchgate.net</td>\n",
       "      <td>PDF</td>\n",
       "      <td>Dietary and other management factors associated with equine colic</td>\n",
       "      <td>Dietary and other management factors associated with equine colic  .  … Equine colic is an important cause of disease and death in horses. Relatively few … , and to examine other management factors associated with equine colic. Because horses examined at …</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                                          Title  \\\n",
       "0                                Prospective study of equine colic risk factors   \n",
       "1  [PDF][PDF] Dietary and other management factors associated with equine colic   \n",
       "\n",
       "                                                                                                                                                                                     TruncAbstr  \\\n",
       "0    A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …   \n",
       "1  … Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …   \n",
       "\n",
       "                                                                                                                                                                                                                                                                          AugmTitle  \\\n",
       "0                                  ('Prospective study of equine colic risk factors', 'A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …')   \n",
       "1  ('[PDF][PDF] Dietary and other management factors associated with equine colic', '… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …')   \n",
       "\n",
       "                                                                                 Info  \\\n",
       "0  MK Tinker, NA White, P Lessard… - Equine veterinary …, 1997 - Wiley Online Library   \n",
       "1         N Cohen, P Gibbs, A Woods - J. Am. Vet. Med. Assoc, 1999 - researchgate.net   \n",
       "\n",
       "  Label                                                          CleanTitle  \\\n",
       "0   ART                      Prospective study of equine colic risk factors   \n",
       "1   PDF   Dietary and other management factors associated with equine colic   \n",
       "\n",
       "                                                                                                                                                                                                                                                      CleanAugmTitle  \n",
       "0                        Prospective study of equine colic risk factors  .  A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine colic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …  \n",
       "1   Dietary and other management factors associated with equine colic  .  … Equine colic is an important cause of disease and death in horses. Relatively few … , and to examine other management factors associated with equine colic. Because horses examined at …  "
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Remove the line delimitators in the AugmTitle column\n",
    "horse_df.CleanAugmTitle = horse_df.CleanAugmTitle.str.replace('\\n','', regex=False)\n",
    "horse_df.head(2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e3c6c840",
   "metadata": {},
   "source": [
    "## Exploratory Data Analysis"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d3a04062",
   "metadata": {},
   "source": [
    "### Statistics of Character Length for AugmTitle"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "c3bf9ad7",
   "metadata": {},
   "outputs": [
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       "      <td>[PDF][PDF] Dietary and other management factors associated with equine colic</td>\n",
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       "      <td>('[PDF][PDF] Dietary and other management factors associated with equine colic', '… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …')</td>\n",
       "      <td>N Cohen, P Gibbs, A Woods - J. Am. Vet. Med. Assoc, 1999 - researchgate.net</td>\n",
       "      <td>PDF</td>\n",
       "      <td>Dietary and other management factors associated with equine colic</td>\n",
       "      <td>Dietary and other management factors associated with equine colic  .  … Equine colic is an important cause of disease and death in horses. Relatively few … , and to examine other management factors associated with equine colic. Because horses examined at …</td>\n",
       "      <td>257</td>\n",
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      ],
      "text/plain": [
       "                                                                          Title  \\\n",
       "0                                Prospective study of equine colic risk factors   \n",
       "1  [PDF][PDF] Dietary and other management factors associated with equine colic   \n",
       "\n",
       "                                                                                                                                                                                     TruncAbstr  \\\n",
       "0    A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …   \n",
       "1  … Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …   \n",
       "\n",
       "                                                                                                                                                                                                                                                                          AugmTitle  \\\n",
       "0                                  ('Prospective study of equine colic risk factors', 'A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine \\ncolic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …')   \n",
       "1  ('[PDF][PDF] Dietary and other management factors associated with equine colic', '… Equine colic is an important cause of disease and death in horses. Relatively few … , and to \\nexamine other management factors associated with equine colic. Because horses examined at …')   \n",
       "\n",
       "                                                                                 Info  \\\n",
       "0  MK Tinker, NA White, P Lessard… - Equine veterinary …, 1997 - Wiley Online Library   \n",
       "1         N Cohen, P Gibbs, A Woods - J. Am. Vet. Med. Assoc, 1999 - researchgate.net   \n",
       "\n",
       "  Label                                                          CleanTitle  \\\n",
       "0   ART                      Prospective study of equine colic risk factors   \n",
       "1   PDF   Dietary and other management factors associated with equine colic   \n",
       "\n",
       "                                                                                                                                                                                                                                                      CleanAugmTitle  \\\n",
       "0                        Prospective study of equine colic risk factors  .  A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine colic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …   \n",
       "1   Dietary and other management factors associated with equine colic  .  … Equine colic is an important cause of disease and death in horses. Relatively few … , and to examine other management factors associated with equine colic. Because horses examined at …   \n",
       "\n",
       "   LenCleanAugmTitle  \n",
       "0                235  \n",
       "1                257  "
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create a column that records the character length of the augumented titles\n",
    "horse_df['LenCleanAugmTitle'] = horse_df['CleanAugmTitle'].str.len()\n",
    "horse_df.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "dd04a8e8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "count   930.00\n",
       "mean    229.38\n",
       "std      84.34\n",
       "min      17.00\n",
       "25%     212.00\n",
       "50%     253.00\n",
       "75%     286.00\n",
       "max     361.00\n",
       "Name: LenCleanAugmTitle, dtype: float64"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Get the statistics for the length of the augmented titles\n",
    "horse_df.LenCleanAugmTitle.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "4de47e7f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Title</th>\n",
       "      <th>TruncAbstr</th>\n",
       "      <th>AugmTitle</th>\n",
       "      <th>Info</th>\n",
       "      <th>Label</th>\n",
       "      <th>CleanTitle</th>\n",
       "      <th>CleanAugmTitle</th>\n",
       "      <th>LenCleanAugmTitle</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>115</th>\n",
       "      <td>[CITATION][C] Colic incidence and mortality</td>\n",
       "      <td></td>\n",
       "      <td>('[CITATION][C] Colic incidence and mortality', '')</td>\n",
       "      <td>MK Tinker, NA Whitet, B Davist, DK Carmelw - Equine vet J, 1997</td>\n",
       "      <td>ART</td>\n",
       "      <td>Colic incidence and mortality</td>\n",
       "      <td>Colic incidence and mortality  .</td>\n",
       "      <td>35</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>175</th>\n",
       "      <td>[CITATION][C] Health seminar equine colic survey</td>\n",
       "      <td></td>\n",
       "      <td>('[CITATION][C] Health seminar equine colic survey', '')</td>\n",
       "      <td>NT Messer - Journal of Equine Veterinary Science, 1987 - WB Saunders</td>\n",
       "      <td>ART</td>\n",
       "      <td>Health seminar equine colic survey</td>\n",
       "      <td>Health seminar equine colic survey  .</td>\n",
       "      <td>40</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                Title TruncAbstr  \\\n",
       "115       [CITATION][C] Colic incidence and mortality              \n",
       "175  [CITATION][C] Health seminar equine colic survey              \n",
       "\n",
       "                                                    AugmTitle  \\\n",
       "115       ('[CITATION][C] Colic incidence and mortality', '')   \n",
       "175  ('[CITATION][C] Health seminar equine colic survey', '')   \n",
       "\n",
       "                                                                     Info  \\\n",
       "115       MK Tinker, NA Whitet, B Davist, DK Carmelw - Equine vet J, 1997   \n",
       "175  NT Messer - Journal of Equine Veterinary Science, 1987 - WB Saunders   \n",
       "\n",
       "    Label                           CleanTitle  \\\n",
       "115   ART        Colic incidence and mortality   \n",
       "175   ART   Health seminar equine colic survey   \n",
       "\n",
       "                               CleanAugmTitle  LenCleanAugmTitle  \n",
       "115        Colic incidence and mortality  .                   35  \n",
       "175   Health seminar equine colic survey  .                   40  "
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Investigate the shortest augumented titles\n",
    "short_texts = horse_df[horse_df.LenCleanAugmTitle < 41]\n",
    "short_texts.sort_values(by=['LenCleanAugmTitle'])\n",
    "short_texts.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "d17d74a3",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Drop the rows with texts shorter than 20 characters\n",
    "updated_df = horse_df[horse_df.LenCleanAugmTitle > 21]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "ac7dd2f2",
   "metadata": {},
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Adjust figure size and font size\n",
    "sns.set(rc = {\"figure.figsize\":(18,8)})\n",
    "\n",
    "# Plot the distribution of length of the augumented title\n",
    "sns.displot(updated_df['LenCleanAugmTitle'], kde = True)\n",
    "\n",
    "# Pad margins so that markers don't get clipped by the axes\n",
    "plt.margins(x=0.05, y=0.01, tight=True)\n",
    "\n",
    "# Create title\n",
    "plt.title(\"Distribution of Clean Augumented Titles Character Lengths\");"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ad8609d5",
   "metadata": {},
   "source": [
    "### Frequent Words Investigation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "4411c1cb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "639"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Lowercase the titles\n",
    "horse_df['CleanTitle'] = horse_df['CleanTitle'].str.lower()\n",
    "\n",
    "# Check how many titles contain the word colic or Colic\n",
    "contain_values = horse_df[horse_df['CleanTitle'].str.contains('colic')]\n",
    "len(contain_values)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "d698cbfe",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "834"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Lowercase the augmented titles\n",
    "horse_df['CleanAugmTitle'] = horse_df['CleanAugmTitle'].str.lower()\n",
    "\n",
    "# Check how many augmented titles contain the word colic\n",
    "contains_list = horse_df[horse_df['CleanAugmTitle'].str.contains('colic')]\n",
    "len(contains_list)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "48bdb3de",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Title</th>\n",
       "      <th>TruncAbstr</th>\n",
       "      <th>AugmTitle</th>\n",
       "      <th>Info</th>\n",
       "      <th>Label</th>\n",
       "      <th>CleanTitle</th>\n",
       "      <th>CleanAugmTitle</th>\n",
       "      <th>LenCleanAugmTitle</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>112</th>\n",
       "      <td>[BOOK][B] The equine acute abdomen</td>\n",
       "      <td>Written and edited by leading experts on equine digestive diseases, The Equine Acute \\nAbdomen, Third Editionis the preeminent text on diagnosing and treating acute abdominal …</td>\n",
       "      <td>('[BOOK][B] The equine acute abdomen', 'Written and edited by leading experts on equine digestive diseases, The Equine Acute \\nAbdomen, Third Editionis the preeminent text on diagnosing and treating acute abdominal …')</td>\n",
       "      <td>AT Blikslager, NA White, JN Moore, TS Mair - 2017 - books.google.com</td>\n",
       "      <td>DOC</td>\n",
       "      <td>the equine acute abdomen</td>\n",
       "      <td>the equine acute abdomen  .  written and edited by leading experts on equine digestive diseases, the equine acute abdomen, third editionis the preeminent text on diagnosing and treating acute abdominal …</td>\n",
       "      <td>204</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>155</th>\n",
       "      <td>Cisapride in the prophylaxis of equine post operative ileus</td>\n",
       "      <td>Cisapride and domperidone were both effective in restoring electrical and mechanical activity, \\ncoordination between gastric and small intestinal activity cycles and the stomach to anus …</td>\n",
       "      <td>('Cisapride in the prophylaxis of equine post operative ileus', 'Cisapride and domperidone were both effective in restoring electrical and mechanical activity, \\ncoordination between gastric and small intestinal activity cycles and the stomach to anus …')</td>\n",
       "      <td>EL Gerring, JN King - Equine Veterinary Journal, 1989 - Wiley Online Library</td>\n",
       "      <td>ART</td>\n",
       "      <td>cisapride in the prophylaxis of equine post operative ileus</td>\n",
       "      <td>cisapride in the prophylaxis of equine post operative ileus  .  cisapride and domperidone were both effective in restoring electrical and mechanical activity, coordination between gastric and small intestinal activity cycles and the stomach to anus …</td>\n",
       "      <td>250</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                           Title  \\\n",
       "112                           [BOOK][B] The equine acute abdomen   \n",
       "155  Cisapride in the prophylaxis of equine post operative ileus   \n",
       "\n",
       "                                                                                                                                                                                       TruncAbstr  \\\n",
       "112              Written and edited by leading experts on equine digestive diseases, The Equine Acute \\nAbdomen, Third Editionis the preeminent text on diagnosing and treating acute abdominal …   \n",
       "155  Cisapride and domperidone were both effective in restoring electrical and mechanical activity, \\ncoordination between gastric and small intestinal activity cycles and the stomach to anus …   \n",
       "\n",
       "                                                                                                                                                                                                                                                           AugmTitle  \\\n",
       "112                                       ('[BOOK][B] The equine acute abdomen', 'Written and edited by leading experts on equine digestive diseases, The Equine Acute \\nAbdomen, Third Editionis the preeminent text on diagnosing and treating acute abdominal …')   \n",
       "155  ('Cisapride in the prophylaxis of equine post operative ileus', 'Cisapride and domperidone were both effective in restoring electrical and mechanical activity, \\ncoordination between gastric and small intestinal activity cycles and the stomach to anus …')   \n",
       "\n",
       "                                                                             Info  \\\n",
       "112          AT Blikslager, NA White, JN Moore, TS Mair - 2017 - books.google.com   \n",
       "155  EL Gerring, JN King - Equine Veterinary Journal, 1989 - Wiley Online Library   \n",
       "\n",
       "    Label                                                   CleanTitle  \\\n",
       "112   DOC                                     the equine acute abdomen   \n",
       "155   ART  cisapride in the prophylaxis of equine post operative ileus   \n",
       "\n",
       "                                                                                                                                                                                                                                                 CleanAugmTitle  \\\n",
       "112                                                 the equine acute abdomen  .  written and edited by leading experts on equine digestive diseases, the equine acute abdomen, third editionis the preeminent text on diagnosing and treating acute abdominal …   \n",
       "155  cisapride in the prophylaxis of equine post operative ileus  .  cisapride and domperidone were both effective in restoring electrical and mechanical activity, coordination between gastric and small intestinal activity cycles and the stomach to anus …   \n",
       "\n",
       "     LenCleanAugmTitle  \n",
       "112                204  \n",
       "155                250  "
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Inspect the items that do not contain the word colic\n",
    "list_nocolic = horse_df[~horse_df['CleanAugmTitle'].str.contains('colic')]\n",
    "list_nocolic.head(2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6ac179c6",
   "metadata": {},
   "source": [
    "### Wordcloud for CleanTitle"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "da1e4116",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Get and update the stopwords to be removed from the wordcloud\n",
    "stopwords = set(STOPWORDS)\n",
    "stopwords.update(['equine', 'colic', 'horse', 'horses', 'case', 'cases', 'clinical'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "cb7279a4",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create a string with all the relevant words in the CleanTitle column\n",
    "list_texts = horse_df.CleanTitle.str.lower().apply(word_tokenize)\n",
    "text = ' '.join(t for t in list_texts.astype(str))\n",
    "text = re.sub(r\"[^a-zA-Z0-9]\", \" \", text).strip()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "0cc62737",
   "metadata": {},
   "outputs": [],
   "source": [
    "#function from https://amueller.github.io/word_cloud/auto_examples/a_new_hope.html\n",
    "def grey_color_func(word, font_size, position, orientation, random_state=None,\n",
    "                    **kwargs):\n",
    "    return \"hsl(0, 0%%, %d%%)\" % random.randint(60, 80)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "847c0d3c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1728x432 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create a wordcloud from the titles\n",
    "\n",
    "# create the figure and title\n",
    "plt.figure(figsize=(24, 6))\n",
    "\n",
    "# generate the wordcloud from frequencies\n",
    "wc = WordCloud(stopwords=stopwords,\n",
    "               width = 2000, \n",
    "               height=800, \n",
    "               margin=1, \n",
    "               random_state=1).generate(text)\n",
    "\n",
    "# display the fitted and recolored wordcloud\n",
    "plt.imshow(wc.recolor(color_func=grey_color_func, random_state=3),\n",
    "           interpolation=\"bilinear\")\n",
    "\n",
    "# turn axis off to get rid of axis numbers\n",
    "plt.axis(\"off\")\n",
    "\n",
    "# save to file\n",
    "wc.to_file(\"wc_titles.png\")\n",
    "\n",
    "plt.show()                                                                         "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "23e3a58e",
   "metadata": {},
   "source": [
    "## Save Titles Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "c3651fc0",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Prepare the text column\n",
    "df_titles = updated_df[['CleanTitle']]\n",
    "raw_titles = updated_df[['Title']]\n",
    "\n",
    "# Rename the title column\n",
    "df_titles = df_titles.rename(columns = {'CleanTitle': 'text'})\n",
    "raw_titles = raw_titles.rename(columns = {'Title': 'text'})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "b5283507",
   "metadata": {},
   "outputs": [
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       "                                                                 text\n",
       "0                      Prospective study of equine colic risk factors\n",
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     "execution_count": 33,
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   "source": [
    "# Check the outcome\n",
    "df_titles.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "4ca85202",
   "metadata": {},
   "outputs": [
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       "                                                                           text\n",
       "0                                Prospective study of equine colic risk factors\n",
       "1  [PDF][PDF] Dietary and other management factors associated with equine colic"
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     "execution_count": 34,
     "metadata": {},
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   ],
   "source": [
    "# Check the outcome\n",
    "raw_titles.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "d0091773",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Save the text column to a file\n",
    "df_titles.to_csv('data/clean_titles.csv')  \n",
    "raw_titles.to_csv('data/raw_titles.csv')  "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4fc949c0",
   "metadata": {},
   "source": [
    "## Save Augumented Title Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "c765462e",
   "metadata": {},
   "outputs": [
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       "                                                                                                                                                                                                                                                                text\n",
       "0                        Prospective study of equine colic risk factors  .  A1 year prospective study was conducted on 31 horse farms to identify risk factors for equine colic. Farms were randomly selected from a list from 2 adjacent counties of Virginia and …\n",
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   ],
   "source": [
    "# Prepare the text column \n",
    "df_augm = updated_df[['CleanAugmTitle']]\n",
    "# Rename the text column \n",
    "df_augm = df_augm.rename(columns={'CleanAugmTitle': 'text'})\n",
    "df_augm.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "4d1a014d",
   "metadata": {},
   "outputs": [
    {
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       "                                                                                                                                                                                                                                                                               text\n",
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     "execution_count": 37,
     "metadata": {},
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   "source": [
    "# Prepare the text column \n",
    "raw_df = updated_df[['AugmTitle']]\n",
    "# Rename the text column \n",
    "raw_df = raw_df.rename(columns={'AugmTitle': 'text'})\n",
    "raw_df.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "12289841",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Save the text column to a file\n",
    "df_augm.to_csv('data/clean_augm_titles.csv')  \n",
    "# Save the text column to a file\n",
    "raw_df.to_csv('data/raw_augm_titles.csv')  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "c09049ab",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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