Word Cloud.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "ea9858ab",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
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      "Collecting fileupload\n",
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      "  WARNING: Retrying (Retry(total=4, connect=None, read=None, redirect=None, status=None)) after connection broken by 'ConnectTimeoutError(<pip._vendor.urllib3.connection.HTTPSConnection object at 0x00000209C50B3A00>, 'Connection to files.pythonhosted.org timed out. (connect timeout=15)')': /packages/43/19/014a32d2f435d29a5fb43a487d42a9afa2c188df56d152306de11a112178/fileupload-0.1.5-py2.py3-none-any.whl\n"
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      "Installing collected packages: fileupload\n",
      "Successfully installed fileupload-0.1.5\n"
     ]
    }
   ],
   "source": [
    "# Here are all the installs and imports needed for word cloud script and uploader widget\n",
    "\n",
    "!pip install wordcloud\n",
    "!pip install fileupload\n",
    "!pip install ipywidgets\n",
    "!jupyter nbextension install --py --user fileupload\n",
    "!jupyter nbextension enable --py fileupload"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "1dc0fb38",
   "metadata": {},
   "outputs": [],
   "source": [
    "import wordcloud\n",
    "import numpy as np\n",
    "from matplotlib import pyplot as plt\n",
    "from IPython.display import display\n",
    "import fileupload\n",
    "import io\n",
    "import sys"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "07f929e0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "6097d7df32554bf3bad61994f658028a",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "FileUploadWidget(label='Browse', _dom_classes=('widget_item', 'btn-group'))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# This is the uploader widget\n",
    "\n",
    "def _upload():\n",
    "\n",
    "    _upload_widget = fileupload.FileUploadWidget()\n",
    "\n",
    "    def _cb(change):\n",
    "        global file_contents\n",
    "        decoded = io.StringIO(change['owner'].data.decode('utf-8'))\n",
    "        filename = change['owner'].filename\n",
    "        print('Uploaded `{}` ({:.2f} kB)'.format(\n",
    "            filename, len(decoded.read()) / 2 **10))\n",
    "        file_contents = decoded.getvalue()\n",
    "\n",
    "    _upload_widget.observe(_cb, names='data')\n",
    "    display(_upload_widget)\n",
    "\n",
    "_upload()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "55dfd164",
   "metadata": {},
   "outputs": [],
   "source": [
    "def calculate_frequencies(file_contents):\n",
    "    # Here is a list of punctuations and uninteresting words to be remove from the text\n",
    "    punctuations = '''!()-[]{};:'\"\\,<>./?@#$%^&*_~'''\n",
    "    uninteresting_words = [\"the\", \"a\", \"to\", \"if\", \"is\", \"it\", \"of\", \"and\", \"or\", \"an\", \"as\", \"i\", \"me\", \"my\", \\\n",
    "    \"we\", \"our\", \"ours\", \"you\", \"your\", \"yours\", \"he\", \"she\", \"him\", \"his\", \"her\", \"hers\", \"its\", \"they\", \"them\", \\\n",
    "    \"their\", \"what\", \"which\", \"who\", \"whom\", \"this\", \"that\", \"am\", \"are\", \"was\", \"were\", \"be\", \"been\", \"being\", \\\n",
    "    \"have\", \"has\", \"had\", \"do\", \"does\", \"did\", \"but\", \"at\", \"by\", \"with\", \"from\", \"here\", \"when\", \"where\", \"how\", \\\n",
    "    \"all\", \"any\", \"both\", \"each\", \"few\", \"more\", \"some\", \"such\", \"no\", \"nor\", \"too\", \"very\", \"can\", \"will\", \"just\"]\n",
    "    \n",
    "    # processing the text and calculating word frequencies \n",
    "    for i in file_contents:\n",
    "        if not i.isalpha():\n",
    "            file_contents.replace(i, \"\")\n",
    "    words = file_contents.split()\n",
    "    frequencies = {}\n",
    "    \n",
    "    for word in words:\n",
    "        if word.lower() not in frequencies.keys():\n",
    "            frequencies[word.lower()] = 1\n",
    "        else:\n",
    "            frequencies[word.lower()] += 1\n",
    "    \n",
    "    #wordcloud\n",
    "    cloud = wordcloud.WordCloud()\n",
    "    cloud.generate_from_frequencies(frequencies)\n",
    "    return cloud.to_array()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "b382b237",
   "metadata": {},
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Display your wordcloud image\n",
    "file = open(\"CLRS-Role of algorithm in computing.txt\")\n",
    "file_contents = file.read()\n",
    "\n",
    "myimage = calculate_frequencies(file_contents)\n",
    "plt.imshow(myimage, interpolation = 'nearest')\n",
    "plt.axis('off')\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}