jaccard score navigation.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "7b1e97de",
   "metadata": {},
   "source": [
    "# The Community Matching Problem\n",
    "by Dani Roytburg.\n",
    "\n",
    "Email [d.j.roytburg@emory.edu](d.j.roytburg@emory.edu) or [djroytburg@gmail.com](djroytburg@gmail.com) with questions.\n",
    "\n",
    "This notebook is supposed to provide more tools to help us figure out how to match communities across time bins.\n",
    "\n",
    "## 0. Setup\n",
    "\n",
    "Run the cells below."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "ce6414d2",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pickle\n",
    "import pandas as pd\n",
    "from networkx.utils.union_find import UnionFind\n",
    "    \n",
    "# This function returns two lists of dictionaries.\n",
    "#1. atoc (author to community) -- the index of the list aligns to the bin id's [0-6], the \\\n",
    "#   keys of each dictionary are twitter handles and the values are communities. e.g.: atoc[0]['katierooze']\n",
    "#   \n",
    "#2. ctoa (community to authors) -- index of the list is the same, \\\n",
    "#   keys are communities and values are sets of all authors affiliated with that community.\n",
    "def AtoC():\n",
    "    atoc = list()\n",
    "    ctoa = list()\n",
    "    for i in range(0, 7):\n",
    "        df = pd.read_csv(f\"community_data/communities/bin{i}_communities.csv\")\n",
    "        atoc.append(dict(zip(df['name'], df['community'])))\n",
    "        searches = set(df['community'].value_counts().index)\n",
    "        ctoa.append({search: set(df[df['community'] == search]['name']) for search in searches})\n",
    "    return atoc, ctoa\n",
    "\n",
    "atoc, ctoa = AtoC()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "8008526c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['T0C3', 'T1C9', 'T2C7', 'T3C5', 'T4C7', 'T5C1', 'T6C4']"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Based off of AtoC (author to community), we can track someone's presence in communities over time. \\\n",
    "\n",
    "def author_communities(atoc, name, labels = False):\n",
    "    if labels:\n",
    "        return [(\"T\" + str(i) + \"C\" + str(atoc[i][name]) if name in atoc[i] else None) for i in range(0,7)]\n",
    "    return [(atoc[i][name.lower()] if name.lower() in atoc[i] else None) for i in range(0,7)]\n",
    "\n",
    "author_communities(atoc, 'kanyewest', labels = True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "394a89a5",
   "metadata": {},
   "source": [
    "## 1. What's the Problem?\n",
    "\n",
    "The algorithm that we used to process the communities (louvain clustering) does not have a built in time-series component. Our data stretches from 2014 to 2020. We've made six \"slices\" in the data, which produces seven \"bins\" of Twitter data. (labelled bin0-bin6 or T0-T6). This means that the communities in each set of tweets are formed **completely** independent of eachother. To illustrate this, let's use an analogy..."
   ]
  },
  {
   "attachments": {
    "meangirls.jpg": {
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"
    }
   },
   "cell_type": "markdown",
   "id": "4fb1135f",
   "metadata": {},
   "source": [
    "<div>\n",
    "   <img src=\"attachment:meangirls.jpg\" width=\"400\">\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6d3db7d6",
   "metadata": {},
   "source": [
    "Say that you are a high school teacher who has taught for seven years. Over the course of those seven years, you know generally how students in class group together and socialize. To paraphrase Mean Girls, you might have 'geeks,' who can be sub-classified as band kids or science olympiad nerds or debaters; you might have 'jocks' that can be sub-classified according to their athletic prestige (JV v. Varsity), by type of sport, or any other relatively arbitrary dividing line; you might have popular students who naturally cluster on their own. Assume also that you teach classrooms which merge all the grades together. \n",
    "\n",
    "After the first year, you have your \"clusters\" built from your observations of how students interact with eachother. But, after the second year, the classroom looks very different and only has ~20-30% of the students you're familiar with. Again, you cluster these kids into groups, again formed by your observations of their behavior. \n",
    "\n",
    "However, you've noticed a few changes. It seems like too many band kids graduated, so the remaining band kids are dispersed throughout the geeks and they no longer hang out together. Also, the popular group from last year split, but they still only hang out in their respective factions plus some freshman newcomers. You can still kind of make out which community is which based on the major players that you recognize, but if you didn't have this information you would have no clue of, say, the band kid community that dissipated by year 2.\n",
    "\n",
    "Over the course of seven years, the general \"communities\" that your teacherly intuition creates get challenged and become completely unrecognizable before coming back together again.\n",
    "\n",
    "Now, imagine that every year has several hundred thousand students, the vast majority of whom have only one or two interactions with other people. To make things easier, you strive to make optimal clusters out of the top 50 communities and forget anybody that isn't really tied to them. You also have about a million interactions between two students to parse through, and the only thing you have are records of socializing that only tell you the two interlocutors' names.\n",
    "\n",
    "Finally, at the end of year 7, the principal expresses their interest in the community clustering experiment that you  once called a classroom. Using the 350 total communities that you've discovered (50 communities per year for seven years), find 6 or 7 communities that persist in one form or another. Of course, at some point there are no similarities between the students from year 1 and year 7, so you'll need to chain together each community based on your best guess of what it looks like by year."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a93c6f43",
   "metadata": {},
   "source": [
    "## 2. Metrics of Evaluation"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0ba2beed",
   "metadata": {},
   "source": [
    "### Seed Persistence\n",
    "\n",
    "As we discussed, the communities are \"seeded\", which means that we cluster them naturally together to see where they go. We have defined a set of 59 users who, using qualitiative scholarship, can be assumed to belong within a particular community. This is helpful for creating good communities, but it also can be helpful to validate the quality of our results. For example, let's look at seed 4 (these are the conservatives):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "f0496925",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "waynedupreeshow: [4, 5, 4, 0, 10, 18, 4]\n",
      "gopblackchick: [4, 5, 4, 0, 10, None, None]\n",
      "theblaze: [4, 5, 4, 0, 10, 18, 5]\n",
      "washtimes: [4, 5, 4, 0, 10, 18, 4]\n",
      "amymek: [4, 5, 4, 0, 10, 18, 5]\n",
      "seanhannity: [4, 5, 4, 0, 10, 18, 5]\n",
      "patdollard: [4, 5, 4, 0, 10, None, None]\n",
      "foxnews: [4, 5, 4, 0, 10, 18, 4]\n",
      "larryelder: [4, 5, 4, 0, 10, 18, 4]\n"
     ]
    }
   ],
   "source": [
    "seeds = pd.read_csv(\"seeds.csv\")\n",
    "seeds.columns = ['name','community']\n",
    "seed_communities = {i: set(seeds[seeds['community'] == i]['name']) for i in set(seeds['community'].value_counts().index)}\n",
    "for author in seed_communities[4]:\n",
    "    print(f\"{author}: {author_communities(atoc, author)}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e2da5e36",
   "metadata": {},
   "source": [
    "Look how consistent it is! This isn't always the case though:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "9762aff9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "    }\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>name</th>\n",
       "      <th>T0</th>\n",
       "      <th>T1</th>\n",
       "      <th>T2</th>\n",
       "      <th>T3</th>\n",
       "      <th>T4</th>\n",
       "      <th>T5</th>\n",
       "      <th>T6</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>waynedupreeshow</td>\n",
       "      <td>4</td>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>10</td>\n",
       "      <td>18.0</td>\n",
       "      <td>4.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>gopblackchick</td>\n",
       "      <td>4</td>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>10</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>theblaze</td>\n",
       "      <td>4</td>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>10</td>\n",
       "      <td>18.0</td>\n",
       "      <td>5.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>washtimes</td>\n",
       "      <td>4</td>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>10</td>\n",
       "      <td>18.0</td>\n",
       "      <td>4.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>amymek</td>\n",
       "      <td>4</td>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>10</td>\n",
       "      <td>18.0</td>\n",
       "      <td>5.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>seanhannity</td>\n",
       "      <td>4</td>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>10</td>\n",
       "      <td>18.0</td>\n",
       "      <td>5.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>patdollard</td>\n",
       "      <td>4</td>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>10</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>foxnews</td>\n",
       "      <td>4</td>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>10</td>\n",
       "      <td>18.0</td>\n",
       "      <td>4.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>larryelder</td>\n",
       "      <td>4</td>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>10</td>\n",
       "      <td>18.0</td>\n",
       "      <td>4.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              name  T0  T1  T2  T3  T4    T5   T6\n",
       "0  waynedupreeshow   4   5   4   0  10  18.0  4.0\n",
       "1    gopblackchick   4   5   4   0  10   NaN  NaN\n",
       "2         theblaze   4   5   4   0  10  18.0  5.0\n",
       "3        washtimes   4   5   4   0  10  18.0  4.0\n",
       "4           amymek   4   5   4   0  10  18.0  5.0\n",
       "5      seanhannity   4   5   4   0  10  18.0  5.0\n",
       "6       patdollard   4   5   4   0  10   NaN  NaN\n",
       "7          foxnews   4   5   4   0  10  18.0  4.0\n",
       "8       larryelder   4   5   4   0  10  18.0  4.0"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#for author in seed_communities[3]:\n",
    "    #print(f\"{author}: {author_communities(atoc, author)}\")\n",
    "\n",
    "def make_seed_df(seedcom, atoc):\n",
    "    authors = seed_communities[seedcom]\n",
    "    cols = ['name']\n",
    "    for i in range(0, 7):\n",
    "        cols.append(f'T{i}')\n",
    "    seed_three = pd.DataFrame(columns = cols)\n",
    "    seed_three['name'] = pd.Series(author for author in authors)\n",
    "    for i in range(0, 7):\n",
    "        Ti = [author_communities(atoc, author)[i] for author in authors]\n",
    "        seed_three[f'T{i}'] = Ti\n",
    "    return seed_three\n",
    "\n",
    "make_seed_df(4, atoc) # The good news is that we've already located the conservative community. Look how persistent the seeds are!\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "f9030e8d",
   "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>name</th>\n",
       "      <th>T0</th>\n",
       "      <th>T1</th>\n",
       "      <th>T2</th>\n",
       "      <th>T3</th>\n",
       "      <th>T4</th>\n",
       "      <th>T5</th>\n",
       "      <th>T6</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>commonblackgiri</td>\n",
       "      <td>NaN</td>\n",
       "      <td>3.0</td>\n",
       "      <td>6.0</td>\n",
       "      <td>7.0</td>\n",
       "      <td>15.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>igivebootyrubs</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>ultralightskin</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>drugfambeezy</td>\n",
       "      <td>38.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>hbcufessions</td>\n",
       "      <td>9.0</td>\n",
       "      <td>2.0</td>\n",
       "      <td>6.0</td>\n",
       "      <td>5.0</td>\n",
       "      <td>5.0</td>\n",
       "      <td>5.0</td>\n",
       "      <td>25.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>ikeepittooreal</td>\n",
       "      <td>3.0</td>\n",
       "      <td>2.0</td>\n",
       "      <td>9.0</td>\n",
       "      <td>15.0</td>\n",
       "      <td>5.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>freetopher</td>\n",
       "      <td>3.0</td>\n",
       "      <td>2.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>bestcomedyvine</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.0</td>\n",
       "      <td>6.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>21.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>jabarithegreat</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.0</td>\n",
       "      <td>24.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              name    T0   T1    T2    T3    T4   T5    T6\n",
       "0  commonblackgiri   NaN  3.0   6.0   7.0  15.0  NaN   NaN\n",
       "1   igivebootyrubs   NaN  2.0   NaN   NaN   NaN  NaN   NaN\n",
       "2   ultralightskin   NaN  2.0   NaN   NaN   NaN  NaN   NaN\n",
       "3     drugfambeezy  38.0  NaN   NaN   NaN   NaN  NaN   NaN\n",
       "4     hbcufessions   9.0  2.0   6.0   5.0   5.0  5.0  25.0\n",
       "5   ikeepittooreal   3.0  2.0   9.0  15.0   5.0  NaN   NaN\n",
       "6       freetopher   3.0  2.0   NaN   NaN   NaN  NaN   NaN\n",
       "7   bestcomedyvine   NaN  2.0   6.0   1.0  21.0  NaN   NaN\n",
       "8   jabarithegreat   NaN  2.0  24.0   NaN   NaN  NaN   NaN"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "make_seed_df(6, atoc) # This isn't always the case."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fa2d2c3a",
   "metadata": {},
   "source": [
    "### Jaccard Scores\n",
    "\n",
    "One good method for doing this work is to use Jaccard scores. A Jaccard score looks at two **non-mutually exclusive** communities (meaning they have some common nodes). Professor Dean Freelon, who designed the Python wrapper we use for community clustering, implemented the Jaccard score computation for a very similar project on the [War in Syria](https://journals.sagepub.com/doi/abs/10.1177/0002716214563921). A Jaccard score is a very simple calculation; it is the number of shared nodes across the two communities divided by the number of members in either community. A weighted Jaccard score measures this with respect to in-degree.\n",
    "\n",
    "$\\begin{align}\n",
    "\\text{weighted_jaccard()} = \\frac{\\sum A_i \\cap B_j}{\\sum A_i \\cup B_j}\n",
    "\\end{align}$\n",
    "\n",
    "I've already computed all of the possible jaccard score combinations and saved them into this notebook. Run the code cell below."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "02e21b97",
   "metadata": {},
   "outputs": [],
   "source": [
    "with open(b\"50_comm_scores.pkl\", \"rb\") as f:\n",
    "    jaccards = pickle.load(f)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6b4190c6",
   "metadata": {},
   "source": [
    "The 'jaccards' data object can be a little bit tricky to navigate. 'jaccards' is a list, like AtoC and CtoA. However, it goes from 0 to 5 as opposed to the usual 0 to 7. This is because the jaccard function Freelon uses returns a custom \"Match\" object. This match object tracks the relationship of $T_i \\times T_{i+1}$. For instance, if you want to compare communities 2 and 3, you would use jaccards[2]. I did not calculate jaccard scores for bins that were not next to eachother, because I did not think that this made sense in light of how we have defined and understood continuity. \n",
    "\n",
    "Ok. Let's look at the Match object:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "559059aa",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "OrderedDict([('0x4', 0.2462),\n",
       "             ('10x1', 0.5091),\n",
       "             ('113x', 0),\n",
       "             ('1252x', 0),\n",
       "             ('12x0', 0.169),\n",
       "             ('13x17', 0.1218),\n",
       "             ('14x0', 0.0339),\n",
       "             ('150x', 0),\n",
       "             ('153x', 0),\n",
       "             ('15x11', 0.3805),\n",
       "             ('160x113', 0.036),\n",
       "             ('16x5', 0.1707),\n",
       "             ('17x19', 0.3109),\n",
       "             ('18x63', 0.085),\n",
       "             ('191x', 0),\n",
       "             ('1955x', 0),\n",
       "             ('19x8', 0.0013),\n",
       "             ('1x2', 0.1404),\n",
       "             ('20x21', 0.0141),\n",
       "             ('21x6', 0.0011),\n",
       "             ('22x14', 0.2984),\n",
       "             ('24x4', 0.002),\n",
       "             ('25x10', 0.0509),\n",
       "             ('27x0', 0.0001),\n",
       "             ('29x26', 0.0269),\n",
       "             ('2x2', 0.3126),\n",
       "             ('31x29', 0.0089),\n",
       "             ('32x26', 0.0056),\n",
       "             ('331x', 0),\n",
       "             ('34x3', 0.0021),\n",
       "             ('35x', 0),\n",
       "             ('37x514', 0.1142),\n",
       "             ('38x', 0),\n",
       "             ('3x6', 0.3716),\n",
       "             ('417x', 0),\n",
       "             ('41x', 0),\n",
       "             ('42x63', 0.0712),\n",
       "             ('46x', 0),\n",
       "             ('47x', 0),\n",
       "             ('4x8', 0.0409),\n",
       "             ('5x8', 0.2789),\n",
       "             ('68x', 0),\n",
       "             ('6x0', 0.091),\n",
       "             ('72x17', 0.0385),\n",
       "             ('75x17', 0.0873),\n",
       "             ('7x0', 0.043),\n",
       "             ('8x514', 0.0305),\n",
       "             ('93x', 0),\n",
       "             ('95x', 0),\n",
       "             ('9x42', 0.0971)])"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "zero_to_one = jaccards[0] # this is the Match object between time bins 0 and 1.\n",
    "\n",
    "zero_to_one.best_matches # best_matches takes every community in T0 \\\n",
    "                         # and finds the community in T1 that yields the highest Jaccard score."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "f1428382",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "OrderedDict([('10x1',\n",
       "              {'10thamendment',\n",
       "               '20committee',\n",
       "               '2anow',\n",
       "               '2nd_to_none',\n",
       "               '550ktrs',\n",
       "               'abcnews',\n",
       "               'actlightning',\n",
       "               'afederalfarmer',\n",
       "               'ag_conservative',\n",
       "               'ahmalcolm',\n",
       "               'alfonzorachel',\n",
       "               'allenwest',\n",
       "               'alsharpton_rev',\n",
       "               'alvedaking',\n",
       "               'americanglob',\n",
       "               'amronsomar',\n",
       "               'amymek',\n",
       "               'andersondrlja',\n",
       "               'andreatantaros',\n",
       "               'anna12061',\n",
       "               'anncoulter',\n",
       "               'anonymousliberi',\n",
       "               'anthonycumia',\n",
       "               'appsame',\n",
       "               'april_mg',\n",
       "               'aridavidusa',\n",
       "               'aswoyer',\n",
       "               'athudd',\n",
       "               'atomiktiger',\n",
       "               'backatone000',\n",
       "               'barackobama',\n",
       "               'barneyfranken',\n",
       "               'barry_o44',\n",
       "               'bartmckinley',\n",
       "               'beanfrompa',\n",
       "               'beforeitsnews',\n",
       "               'bellanieve',\n",
       "               'benshapiro',\n",
       "               'bettinavla',\n",
       "               'biasedgirl',\n",
       "               'bidenshairplugs',\n",
       "               'biggovt',\n",
       "               'billhemmer',\n",
       "               'billperiman',\n",
       "               'billpostmus',\n",
       "               'bishopharry',\n",
       "               'bizpacreview',\n",
       "               'blackirishi',\n",
       "               'blackrepublican',\n",
       "               'blastedsilver',\n",
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       "               'fergflorschools',\n",
       "               'filmfatale_nyc',\n",
       "               'firefire100',\n",
       "               'fireinfreetown',\n",
       "               'fivefifths',\n",
       "               'flockafierce',\n",
       "               'fordm',\n",
       "               'forharriet',\n",
       "               'freedomside',\n",
       "               'galvezmiro',\n",
       "               'geedee215',\n",
       "               'geeknstereo',\n",
       "               'georgesells',\n",
       "               'glitteryglossy',\n",
       "               'glorialloyd',\n",
       "               'goldietaylor',\n",
       "               'govjaynixon',\n",
       "               'graceishuman',\n",
       "               'gregorymichie',\n",
       "               'grimalkinrn',\n",
       "               'haiku_rs',\n",
       "               'haldockins',\n",
       "               'hanson_alan',\n",
       "               'harlemcam',\n",
       "               'harlohaven',\n",
       "               'healstl',\n",
       "               'hillaryclinton',\n",
       "               'hosienation',\n",
       "               'hot1041',\n",
       "               'hoteptnt',\n",
       "               'hownowbrowndowd',\n",
       "               'huymach',\n",
       "               'iamkris24',\n",
       "               'iamsakuma',\n",
       "               'ihumble',\n",
       "               'imanihenry',\n",
       "               'imdrw',\n",
       "               'insanityreport',\n",
       "               'isabelwilkerson',\n",
       "               'j_hancock',\n",
       "               'jamiaw',\n",
       "               'jamilahking',\n",
       "               'jamilahlemieux',\n",
       "               'jamilsmith',\n",
       "               'jamiraburley',\n",
       "               'jasiri_x',\n",
       "               'jasmyne',\n",
       "               'jasoncherkis',\n",
       "               'jaykayg',\n",
       "               'jbrownedianis',\n",
       "               'jeffsmithmo',\n",
       "               'jelani9',\n",
       "               'jennhoffman',\n",
       "               'jennmjack',\n",
       "               'jeremyhl',\n",
       "               'jeremykohler',\n",
       "               'jessienyc',\n",
       "               'jimdalrympleii',\n",
       "               'jkfecke',\n",
       "               'jmachetta',\n",
       "               'jmjafrx',\n",
       "               'joannasimkin',\n",
       "               'joebriggsesq',\n",
       "               'joelcurrier',\n",
       "               'johnhenryksdk',\n",
       "               'jonssonville',\n",
       "               'jonswaine',\n",
       "               'joohyun_kang',\n",
       "               'jrosenbaum',\n",
       "               'juliacarriew',\n",
       "               'justiceputnam',\n",
       "               'kaibutsu',\n",
       "               'kalamendoza',\n",
       "               'karenhunter',\n",
       "               'karnythia',\n",
       "               'kashannkilson',\n",
       "               'katie_speak',\n",
       "               'kavn',\n",
       "               'keithboykin',\n",
       "               'keithellison',\n",
       "               'kevin_powell',\n",
       "               'khaledbeydoun',\n",
       "               'kiaspeaks',\n",
       "               'kidnoble',\n",
       "               'kiekowlive',\n",
       "               'killermartinis',\n",
       "               'kirkman',\n",
       "               'kmov',\n",
       "               'kmox',\n",
       "               'kmoxkilleen',\n",
       "               'koranaddo',\n",
       "               'kristenhare',\n",
       "               'kuhu45',\n",
       "               'kwestsavali',\n",
       "               'lacyclaymo1',\n",
       "               'lakishajackson',\n",
       "               'lamontlilly',\n",
       "               'lapdhq',\n",
       "               'laurakhettiger',\n",
       "               'laurieskrivan',\n",
       "               'lawyerscomm',\n",
       "               'leftinmiami',\n",
       "               'leisazigman',\n",
       "               'lenubienne',\n",
       "               'lesizmore',\n",
       "               'lillyafowler',\n",
       "               'lisabrownstl',\n",
       "               'lizpeinadostl',\n",
       "               'lizzzbrown',\n",
       "               'ljgliha',\n",
       "               'ljoywilliams',\n",
       "               'logicalhater',\n",
       "               'lukejamesbgn',\n",
       "               'lussenpop',\n",
       "               'm',\n",
       "               'malcolmlondon',\n",
       "               'mandystlpd',\n",
       "               'mariachappellen',\n",
       "               'markbland',\n",
       "               'marvinbing',\n",
       "               'mattbinder',\n",
       "               'mayorslay',\n",
       "               'mcbyrne',\n",
       "               'mcmuckraker',\n",
       "               'mdawriter',\n",
       "               'me',\n",
       "               'melanatedgod',\n",
       "               'mharrisperry',\n",
       "               'mhpshow',\n",
       "               'michaeledyson',\n",
       "               'mike_colombo',\n",
       "               'mikespangenberg',\n",
       "               'milesfan79',\n",
       "               'milesmaker',\n",
       "               'millionhoodies',\n",
       "               'minossec',\n",
       "               'miss_candis',\n",
       "               'misszindzi',\n",
       "               'mkhill',\n",
       "               'monaeltahawy',\n",
       "               'moneyries',\n",
       "               'moore_darnell',\n",
       "               'moreandagain',\n",
       "               'mr1738',\n",
       "               'mrdaveyd',\n",
       "               'ms_tjp',\n",
       "               'msflowerstweets',\n",
       "               'mspackyetti',\n",
       "               'msugrl33',\n",
       "               'mtracey',\n",
       "               'musicoverpeople',\n",
       "               'mxgmcopwatch',\n",
       "               'mychalsmith',\n",
       "               'mzzzmariah',\n",
       "               'naacp',\n",
       "               'naacp_ldf',\n",
       "               'nanecam',\n",
       "               'nationalaction',\n",
       "               'nationalbar',\n",
       "               'nealcarter',\n",
       "               'nettaaaaaaaa',\n",
       "               'newblackman',\n",
       "               'news_2_share',\n",
       "               'newsone',\n",
       "               'newyorkist',\n",
       "               'nhannahjones',\n",
       "               'nicholeberlie',\n",
       "               'nickpistor',\n",
       "               'no_cut_card',\n",
       "               'nopussboys_',\n",
       "               'normbond',\n",
       "               'nprcodeswitch',\n",
       "               'nprmichel',\n",
       "               'nvlevy',\n",
       "               'nwarikoo',\n",
       "               'nyclu',\n",
       "               'obs_stl',\n",
       "               'ohioag',\n",
       "               'ohiostudents',\n",
       "               'omarvillafranca',\n",
       "               'omarwoodard',\n",
       "               'onlychyld',\n",
       "               'onpointradio',\n",
       "               'oprah',\n",
       "               'organizemo',\n",
       "               'owlsasylum',\n",
       "               'paradisegray',\n",
       "               'parkscrump',\n",
       "               'pastormykmac',\n",
       "               'patricialicious',\n",
       "               'pd_shutterspeed',\n",
       "               'penieljoseph',\n",
       "               'peoples_justice',\n",
       "               'phampel',\n",
       "               'phillipmbailey',\n",
       "               'philofdreams_',\n",
       "               'piconetwork',\n",
       "               'pjhoody',\n",
       "               'polotek',\n",
       "               'poweru305',\n",
       "               'presreed',\n",
       "               'prisonculture',\n",
       "               'profblmkelley',\n",
       "               'professorcrunk',\n",
       "               'profholloway',\n",
       "               'profkori',\n",
       "               'pundit_academic',\n",
       "               'raceforward',\n",
       "               'raelt',\n",
       "               'rantingowl',\n",
       "               'raqiyahmays',\n",
       "               'rashadrobinson',\n",
       "               'raydowns',\n",
       "               'rbraceysherman',\n",
       "               'reagangomez',\n",
       "               'rebeccarivas',\n",
       "               'rebeldiaz',\n",
       "               'red3blog',\n",
       "               'reignofapril',\n",
       "               'repcleaver',\n",
       "               'reporterfaith',\n",
       "               'reverendstarsky',\n",
       "               'revrenddoctor',\n",
       "               'revsekou',\n",
       "               'revyearwood',\n",
       "               'riseup4ramarley',\n",
       "               'riverfronttimes',\n",
       "               'rlippmann',\n",
       "               'robcrilly',\n",
       "               'robertdedwards',\n",
       "               'rodrigostarz',\n",
       "               'rosaclemente',\n",
       "               'russian_starr',\n",
       "               'rustymk2',\n",
       "               'rxpatrick',\n",
       "               'ryangrim',\n",
       "               'ryanschuessler1',\n",
       "               'saintlouco',\n",
       "               'samanthann',\n",
       "               'sarahfelts',\n",
       "               'sarahjreports',\n",
       "               'sarahkendzior',\n",
       "               'sassycrass',\n",
       "               'scatx',\n",
       "               'sdkstl',\n",
       "               'seanjjordan',\n",
       "               'semhar',\n",
       "               'sfclem',\n",
       "               'shareefjackson',\n",
       "               'shaunking',\n",
       "               'shawndreathomas',\n",
       "               'shazza_razza',\n",
       "               'shear_beauty',\n",
       "               'sheseauxsaditty',\n",
       "               'show_me15',\n",
       "               'shugah',\n",
       "               'sifill_ldf',\n",
       "               'sistahscholar',\n",
       "               'sktv_',\n",
       "               'slb79',\n",
       "               'slmpd',\n",
       "               'soccerpolitics',\n",
       "               'socialworkersrj',\n",
       "               'solbutterfly',\n",
       "               'solochills',\n",
       "               'sorahyam',\n",
       "               'soulrevision',\n",
       "               'sparrowmedia',\n",
       "               'stephbmore',\n",
       "               'stephlecci',\n",
       "               'stevegiegerich',\n",
       "               'stlabubadu',\n",
       "               'stlonair',\n",
       "               'stlouisamerican',\n",
       "               'stlouisbiz',\n",
       "               'stlouislindsay',\n",
       "               'stlpublicradio',\n",
       "               'stlsherpa',\n",
       "               'stopbeingfamous',\n",
       "               'strong_blackman',\n",
       "               'sybrinafulton',\n",
       "               'sylphanne',\n",
       "               'talkofstl',\n",
       "               'tallyannae',\n",
       "               'tammieholland',\n",
       "               'tammyvent',\n",
       "               'tananarivedue',\n",
       "               'tanehisicoates',\n",
       "               'taralconley',\n",
       "               'tefpoe',\n",
       "               'th',\n",
       "               'thatladyj',\n",
       "               'the',\n",
       "               'thealleyeceeing',\n",
       "               'theangryfangirl',\n",
       "               'theangryindian',\n",
       "               'theanonmessage',\n",
       "               'theapjournalist',\n",
       "               'thecosby',\n",
       "               'thecubiclechick',\n",
       "               'thedronalisa',\n",
       "               'thefeministwire',\n",
       "               'theferocity',\n",
       "               'thejazzybelle',\n",
       "               'thenewjimcrow',\n",
       "               'theninenetwork',\n",
       "               'thetrudz',\n",
       "               'thewayoftheid',\n",
       "               'thisisjorge',\n",
       "               'timjacobwise',\n",
       "               'tishaura',\n",
       "               'tmikamouse',\n",
       "               'tonymess',\n",
       "               'trap_jesus',\n",
       "               'tressiemcphd',\n",
       "               'trillaryklinton',\n",
       "               'trinity6215',\n",
       "               'trymainelee',\n",
       "               'tyleriam',\n",
       "               'umsl',\n",
       "               'unitedwedream',\n",
       "               'urbanexpressive',\n",
       "               'urbangaygriot',\n",
       "               'valeriehahn',\n",
       "               'vandalyzm',\n",
       "               'vcmitchelljr',\n",
       "               'visionpoet',\n",
       "               'vocalnewyork',\n",
       "               'walmart',\n",
       "               'watchthecops',\n",
       "               'wcbs880',\n",
       "               'wendellpierce',\n",
       "               'wilgafney',\n",
       "               'williamcander',\n",
       "               'willisrarnold',\n",
       "               'wyzechef',\n",
       "               'yamiche',\n",
       "               'yayayarndiva',\n",
       "               'ynpierce',\n",
       "               'youthjusticela',\n",
       "               'zellieimani',\n",
       "               'zerlinamaxwell'}),\n",
       "             ('3x6',\n",
       "              {'ac360',\n",
       "               'actionnewsjax',\n",
       "               'anacabrera',\n",
       "               'andersoncooper',\n",
       "               'brookebcnn',\n",
       "               'carolcnn',\n",
       "               'chriscuomo',\n",
       "               'cnn',\n",
       "               'cnnbrk',\n",
       "               'cnnireport',\n",
       "               'cnnopinion',\n",
       "               'cnnpolitics',\n",
       "               'cnnpr',\n",
       "               'cnnsitroom',\n",
       "               'cnntonight',\n",
       "               'cnnvideo',\n",
       "               'crowleycnn',\n",
       "               'danmericacnn',\n",
       "               'drdrewhln',\n",
       "               'earlystart',\n",
       "               'edlavacnn',\n",
       "               'eliottcnn',\n",
       "               'erinburnett',\n",
       "               'errolcnn',\n",
       "               'espndirocco',\n",
       "               'faithcnn',\n",
       "               'fcn2go',\n",
       "               'freedomchild85',\n",
       "               'fromcarl',\n",
       "               'jasoncarrollcnn',\n",
       "               'jmocnn',\n",
       "               'jochi27us',\n",
       "               'johnncnn',\n",
       "               'johnoehser',\n",
       "               'josephwalker3',\n",
       "               'joshlevs',\n",
       "               'kamaumandela',\n",
       "               'kyunglahcnn',\n",
       "               'lisamirandocnn',\n",
       "               'ltgrusselhonore',\n",
       "               'markgeragos',\n",
       "               'mtzionnashville',\n",
       "               'mynews13',\n",
       "               'nancygracehln',\n",
       "               'newday',\n",
       "               'news1130radio',\n",
       "               'noahgraycnn',\n",
       "               'ou_usm',\n",
       "               'outfrontcnn',\n",
       "               'polosandovalcnn',\n",
       "               'randikayecnn',\n",
       "               'raysancheznyc',\n",
       "               'robinmeade',\n",
       "               'sarasidnercnn',\n",
       "               'stephanieelam',\n",
       "               'tennessean',\n",
       "               'thishour',\n",
       "               'trevornoah',\n",
       "               'twinkie_byrd',\n",
       "               'victorcnn',\n",
       "               'wavy_news'})])"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "zero_to_one.shared_nodes # This returns all of the users who are in both matched communities. Note that \\\n",
    "                         #  Freelon's package filters out a large percentage of users who constitute \\\n",
    "                         #  the long tail of rare interactions. This means you might find users in AtoC or \\\n",
    "                         #  CtoA not present in shared_nodes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "8cb73876",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[OrderedDict(),\n",
       " OrderedDict([('0', ['0', '6'])]),\n",
       " OrderedDict(),\n",
       " OrderedDict(),\n",
       " OrderedDict(),\n",
       " OrderedDict()]"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "[jaccards[i].convergences for i in range(0, 6)] # jaccards.convergences tracks where communities converge. \\\n",
    "                                                #  The first value is from the *second* time bin, the list \\\n",
    "                                                #  or the second value are the two communities that converged."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "2000bca7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[{'1': {'0', '2'}, '3': {'6', '7'}, '5': {'2', '8'}},\n",
       " {'0': {'0', '3'}, '2': {'2', '3'}, '4': {'4', '9'}, '8': {'20', '8'}},\n",
       " {},\n",
       " {'12': {'2', '30', '5'},\n",
       "  '27': {'1', '12', '8'},\n",
       "  '28': {'4', '5', '52'},\n",
       "  '31': {'0', '2', '20', '6', '7'}},\n",
       " {'2': {'3', '7'}},\n",
       " {'3': {'3', '4'}, '8': {'1', '18', '4'}}]"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import tsm\n",
    " \n",
    "def get_convergences(self: tsm.cMatchObject, threshold = 0.10):\n",
    "    convergences = dict()\n",
    "    scores = [score for score in self.best_matches.values()]\n",
    "    strings = [(string.split(\"x\")[0], string.split(\"x\")[1]) for string in self.best_matches.keys()]\n",
    "    comm1 = [string for string, _ in strings]\n",
    "    comm2 = [string for _, string in strings]\n",
    "    for a, b, score in zip(comm1, comm2, scores):\n",
    "        if score > threshold:\n",
    "            if b not in convergences:\n",
    "                convergences[b] = {a}\n",
    "            else:\n",
    "                convergences[b].add(a)\n",
    "    end = dict()\n",
    "    for second, firsts in convergences.items():\n",
    "        if len(firsts) > 1:\n",
    "            end[second] = firsts\n",
    "        \n",
    "    return end\n",
    "\n",
    "\n",
    "tsm.cMatchObject.get_convergences = get_convergences\n",
    "[jacc.get_convergences() for jacc in jaccards]\n",
    "\n",
    "def get_divergences(self: tsm.cMatchObject, threshold = 0.10):\n",
    "    divergences = dict()\n",
    "    alls = self.nonzero_jaccs\n",
    "    for comm in alls:\n",
    "        commi = alls[comm]\n",
    "        for split, score in commi.items():\n",
    "            if score > threshold:\n",
    "                if comm not in divergences:\n",
    "                    divergences[comm] = {split}\n",
    "                else:\n",
    "                    divergences[comm].update(split)\n",
    "    end = dict()\n",
    "    for ki, diverge in divergences.items():\n",
    "        if len(diverge) > 1:\n",
    "            end[ki] = diverge\n",
    "    return end\n",
    "                    \n",
    "\n",
    "\n",
    "tsm.cMatchObject.get_divergences = get_divergences\n",
    "[jacc.get_divergences() for jacc in jaccards]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "5fc01808",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[OrderedDict(),\n",
       " OrderedDict(),\n",
       " OrderedDict(),\n",
       " OrderedDict(),\n",
       " OrderedDict(),\n",
       " OrderedDict()]"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "[jaccards[i].divergences for i in range(0, 6)] # Just like above but backwards"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "59f11145",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'4': 0.2462,\n",
       " '26': 0.0001,\n",
       " '11': 0.0002,\n",
       " '12': 0.0005,\n",
       " '5': 0.0041,\n",
       " '16': 0.0014,\n",
       " '514': 0.0034,\n",
       " '19': 0.0017,\n",
       " '24': 0.0056,\n",
       " '2': 0.0357,\n",
       " '0': 0.0197,\n",
       " '35': 0.0001,\n",
       " '9': 0.0001,\n",
       " '6': 0.0462,\n",
       " '7': 0.0803,\n",
       " '1': 0.0009,\n",
       " '419': 0.0,\n",
       " '23': 0.0007,\n",
       " '3': 0.0146,\n",
       " '25': 0.0021,\n",
       " '91': 0.0001,\n",
       " '18': 0.0117,\n",
       " '8': 0.0038,\n",
       " '48': 0.0001,\n",
       " '21': 0.0001,\n",
       " '14': 0.0005}"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "jaccards[0].nonzero_jaccs['0'] # Lastly, if you want to see the full Jaccard scores they are available in this format."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "52779edc",
   "metadata": {},
   "source": [
    "## 3. Matching Algorithms"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "d87a1ca9",
   "metadata": {},
   "outputs": [],
   "source": [
    "def dynamic_sequential_matching(jaccards, threshold = 0.2):\n",
    "    j = 0\n",
    "    ctoo = dict()\n",
    "    community_pool = dict()\n",
    "    for i in range(len(jaccards)):\n",
    "        jacc = jaccards[i]\n",
    "        passed = {k: v for k, v in jacc.best_matches.items() if v > threshold}\n",
    "        for key, val in passed.items():\n",
    "            j += 1\n",
    "            Ti, Tj = (key.split(\"x\")[0], key.split(\"x\")[1])\n",
    "            kTi, kTj = f\"T{i}_C{Ti}\", f\"T{i+1}_C{Tj}\"\n",
    "            if kTi not in ctoo:\n",
    "                ctoo[kTi] = kTi\n",
    "            if ctoo[kTi] not in community_pool:\n",
    "                community_pool[kTi] = [kTi, kTj]\n",
    "                ctoo[kTj] = kTi\n",
    "            else:\n",
    "                community_pool[ctoo[kTi]].append(kTj)\n",
    "                ctoo[kTj] = ctoo[kTi]\n",
    "    return community_pool, j\n",
    "\n",
    "def edge_based_matching(jaccards, threshold = 0.3, minis = False):\n",
    "    i = 0\n",
    "    medusa = accumulate_matches(jaccards)\n",
    "    edgelist = dict(sorted(medusa.items(), key=lambda x:x[1], reverse = True))\n",
    "    every_member = set(edge[0] for edge in medusa.keys())\n",
    "    a = UnionFind(every_member)\n",
    "    for edge, score in edgelist.items():\n",
    "        if score > threshold:\n",
    "            i += 1\n",
    "            c0, c1 = edge\n",
    "            a.union(c0, c1)    \n",
    "    almost_out = [b for b in a.to_sets() if len(b) > (1 if minis else 2)]\n",
    "    out = {sorted(list(b))[0]: sorted(list(b)) for b in almost_out}\n",
    "    return out, i\n",
    "\n",
    "def accumulate_matches(jaccards):\n",
    "    medusa = dict()\n",
    "    for i in range(len(jaccards)):\n",
    "        jacc = jaccards[i]\n",
    "        for key, value in jacc.nonzero_jaccs.items():\n",
    "            for thing, score in value.items():\n",
    "                medusa[(f\"T{i}_C{key}\",f\"T{i+1}_C{thing}\")] = score\n",
    "    return medusa\n",
    "    \n",
    "def get_members(community, jaccards):\n",
    "    members = dict()\n",
    "    t = int(community[0].split(\"_\")[0][1:])\n",
    "    for i in range(len(community) - 1):\n",
    "        kTi, kTj = community[i].split(\"_\")[1][1:], community[i + 1].split(\"_\")[1][1:]\n",
    "        if f\"{kTi}x{kTj}\" in jaccards[t].shared_nodes:\n",
    "            shared_nodes = jaccards[t].shared_nodes[f\"{kTi}x{kTj}\"]\n",
    "            members.update({node: int(members.get(node, 0) + 1) for node in shared_nodes})\n",
    "        else:\n",
    "            print(f\"weird. no shared nodes found in jacc {t}.\")\n",
    "        t += 1\n",
    "    members = dict(sorted(members.items(), key = lambda a:a[1], reverse = True))\n",
    "    return members\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5a266fee",
   "metadata": {},
   "source": [
    "# Thank you!"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f5dc00a4",
   "metadata": {},
   "source": [
    "### Stuff I'm working on..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "0a40af5b",
   "metadata": {},
   "outputs": [],
   "source": [
    "scores = [score for score in jaccards[0].best_matches.values()]\n",
    "strings = [(string.split(\"x\")[0], string.split(\"x\")[1]) for string in jaccards[0].best_matches.keys()]\n",
    "comm1 = pd.Series([string for string, _ in strings])\n",
    "comm2 = pd.Series([string for _, string in strings])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "4ee46f9c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import networkx as nx\n",
    "import matplotlib.pyplot as plt\n",
    "G = nx.Graph()\n",
    "for score, things in zip(scores, strings):\n",
    "    c1, c2 = things\n",
    "    if c1 != '' and c2 != '':\n",
    "        c1 = \"T0_\" + c1\n",
    "        c2 = \"T1_\" + c2\n",
    "        G.add_nodes_from([c1], bipartite = 0)\n",
    "        G.add_nodes_from([c2], bipartite = 1)\n",
    "        G.add_edge(c1, c2, weight = score)\n",
    "    #else:\n",
    "        #if c1 == '':\n",
    "            #G.add_nodes_from([\"T1_\" + c2],bipartite=1)\n",
    "        #else:\n",
    "            #G.add_nodes_from([\"T0_\" + c1],bipartite=0)\n",
    "nx.draw_networkx(G)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "9c306e4d",
   "metadata": {},
   "outputs": [
    {
     "ename": "TypeError",
     "evalue": "list indices must be integers or slices, not str",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
      "\u001b[0;32m/var/folders/6z/1mzy8kpx7377btdvvx407yx80000gn/T/ipykernel_24542/3684639301.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mjaccards\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'T1'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mshared_nodes\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[0;31mTypeError\u001b[0m: list indices must be integers or slices, not str"
     ]
    }
   ],
   "source": [
    "jaccards['T1'].shared_nodes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "92ac2d85",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "T0_C17\n",
      "T0_C10\n",
      "T0_C2\n",
      "T0_C15\n",
      "T1_C24\n",
      "T1_C25\n",
      "T0_C3\n",
      "T4_C35\n",
      "T0_C22\n",
      "T0_C5\n",
      "T2_C38\n",
      "weird. no shared nodes found in jacc 4.\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "{'blogdiva': 4,\n",
       " 'ohiostudents': 4,\n",
       " 'jasiri_x': 4,\n",
       " 'sassycrass': 4,\n",
       " 'sarahkendzior': 4,\n",
       " 'jamilsmith': 4,\n",
       " 'thenewjimcrow': 4,\n",
       " 'jasmyne': 4,\n",
       " 'lapdhq': 4,\n",
       " 'autumnnalston': 4,\n",
       " 'zerlinamaxwell': 4,\n",
       " 'newblackman': 4,\n",
       " 'aejohnsonphd': 4,\n",
       " 'millionhoodies': 4,\n",
       " 'youthjusticela': 4,\n",
       " 'slmpd': 4,\n",
       " 'wilgafney': 4,\n",
       " 'dorothyeroberts': 4,\n",
       " 'dreamdefenders': 4,\n",
       " 'adv_project': 4,\n",
       " 'reagangomez': 4,\n",
       " 'bulldogshadow': 4,\n",
       " 'show_me15': 4,\n",
       " 'jbrownedianis': 4,\n",
       " 'dviyer': 4,\n",
       " 'aclu_mo': 4,\n",
       " 'djolder': 4,\n",
       " 'mrdaveyd': 4,\n",
       " 'culturejedi': 4,\n",
       " 'byp_100': 4,\n",
       " 'juliacarriew': 4,\n",
       " 'professorcrunk': 4,\n",
       " 'shaunking': 4,\n",
       " 'pastormykmac': 4,\n",
       " 'jamilahlemieux': 4,\n",
       " '2liveunchained': 4,\n",
       " 'rosaclemente': 4,\n",
       " 'barbs73': 4,\n",
       " 'changethenypd': 4,\n",
       " 'penieljoseph': 4,\n",
       " 'mspackyetti': 4,\n",
       " 'joohyun_kang': 4,\n",
       " 'nvlevy': 4,\n",
       " 'theangryindian': 4,\n",
       " 'jessienyc': 4,\n",
       " 'raceforward': 4,\n",
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       " 'timjacobwise': 1,\n",
       " 'dnlee5': 1,\n",
       " 'ryanschuessler1': 1,\n",
       " 'khaledbeydoun': 1,\n",
       " 'thatladyj': 1,\n",
       " 'normbond': 1,\n",
       " 'justiceputnam': 1,\n",
       " 'healstl': 1,\n",
       " 'raelt': 1,\n",
       " 'sarahjreports': 1,\n",
       " 'milesmaker': 1,\n",
       " 'soccerpolitics': 1,\n",
       " 'emanuelewithane': 1,\n",
       " 'and1grad': 1,\n",
       " 'jeremykohler': 1,\n",
       " 'stephbmore': 1,\n",
       " 'charles270': 1,\n",
       " 'the': 1,\n",
       " 'diffinksdk': 1,\n",
       " 'raydowns': 1,\n",
       " 'mhpshow': 1,\n",
       " 'minossec': 1,\n",
       " 'kevin_powell': 1,\n",
       " 'pjhoody': 1,\n",
       " 'lukejamesbgn': 1,\n",
       " 'bridjesoneil': 1,\n",
       " 'leisazigman': 1,\n",
       " 'mcmuckraker': 1,\n",
       " 'williamcander': 1,\n",
       " 'shawndreathomas': 1,\n",
       " 'flockafierce': 1,\n",
       " 'thedronalisa': 1,\n",
       " 'lakishajackson': 1,\n",
       " 'jeremyhl': 1,\n",
       " 'laurakhettiger': 1,\n",
       " 'fivefifths': 1,\n",
       " 'nprmichel': 1,\n",
       " 'brettblumekmox': 1,\n",
       " 'chadgarrison': 1,\n",
       " 'joannasimkin': 1,\n",
       " 'semhar': 1,\n",
       " 'reporterfaith': 1,\n",
       " 'ericasmith': 1,\n",
       " 'govjaynixon': 1,\n",
       " 'keithboykin': 1,\n",
       " 'killermartinis': 1,\n",
       " 'fordm': 1,\n",
       " 'onpointradio': 1,\n",
       " 'shear_beauty': 1,\n",
       " 'theanonmessage': 1,\n",
       " 'haldockins': 1,\n",
       " 'austinchanning': 1,\n",
       " 'emarvelous': 1,\n",
       " 'kirkman': 1,\n",
       " 'ebonyteach': 1,\n",
       " 'kaibutsu': 1,\n",
       " 'robcrilly': 1,\n",
       " 'haiku_rs': 1,\n",
       " 'marvinbing': 1,\n",
       " 'sparrowmedia': 1,\n",
       " 'umsl': 1,\n",
       " 'jennhoffman': 1,\n",
       " 'lizpeinadostl': 1,\n",
       " 'nationalbar': 1,\n",
       " 'tishaura': 1,\n",
       " 'bndjlee': 1,\n",
       " 'cleosbaby64': 1,\n",
       " 'rainekasey': 1,\n",
       " 'laurnwilliams': 1,\n",
       " 'bob_hudgins': 1,\n",
       " 'dejahsmommy': 1,\n",
       " 'imraansiddiqi': 1,\n",
       " 'sfkale': 1,\n",
       " 'the_blant': 1,\n",
       " 'occuevolve_ows': 1,\n",
       " 'commissbratton': 1,\n",
       " 'civilrights': 1,\n",
       " 'tay_griffin14': 1,\n",
       " 'kaylamb510': 1,\n",
       " 'b': 1,\n",
       " 'popsspotsports': 1,\n",
       " 'peterheltzel': 1,\n",
       " 'jamesftinternet': 1,\n",
       " 'katylied67': 1,\n",
       " 'kgosztola': 1,\n",
       " 'alicesperi': 1,\n",
       " 'hash_said': 1,\n",
       " 'aapremlall': 1,\n",
       " 'privategray': 1,\n",
       " 'turkeynopork': 1,\n",
       " 'tkrypt': 1,\n",
       " 'lsarsour': 1,\n",
       " 'mokabes': 1,\n",
       " 'jadore_jamar': 1,\n",
       " 'theblackguyx': 1,\n",
       " 'lovelytamar': 1,\n",
       " 'personalescrito': 1,\n",
       " 'wews': 1,\n",
       " 'shugnice': 1,\n",
       " 'shreec': 1,\n",
       " 'rikrik__': 1,\n",
       " 'drewwest_press': 1,\n",
       " 'zekejohnsonai': 1,\n",
       " 'jdknowlse': 1,\n",
       " 'busquedajess': 1,\n",
       " 'shariline': 1,\n",
       " 'anonlegion_arg': 1,\n",
       " 'unitedblackout': 1,\n",
       " 'adinoadonai': 1,\n",
       " '28stinni': 1,\n",
       " 'chaedria': 1,\n",
       " 'rlm_3': 1,\n",
       " 'umaaraiynaas': 1,\n",
       " 'f': 1,\n",
       " 'stanfordbsu': 1,\n",
       " 'britrican': 1,\n",
       " 'theanonmovement': 1,\n",
       " 'nelstamp': 1,\n",
       " 'heckphilly': 1,\n",
       " 'ablacktweeter': 1,\n",
       " 'brazenqueer': 1,\n",
       " 'theantimedia1': 1,\n",
       " 'oppinkpower': 1,\n",
       " 'pruradio': 1,\n",
       " 'cassandrarules': 1,\n",
       " 'ustream': 1,\n",
       " 'sullduggery': 1,\n",
       " 'sociologygal': 1,\n",
       " 'therealjosh95': 1,\n",
       " 'bougieblackgurl': 1,\n",
       " 'elizabeth_joh': 1,\n",
       " 'nbuf': 1,\n",
       " 'fara1': 1,\n",
       " 'onekade': 1,\n",
       " 'latinorebels': 1,\n",
       " 'lbphoto1': 1,\n",
       " 'seanick_': 1,\n",
       " 'pentagonista': 1,\n",
       " 'norarahimian': 1,\n",
       " 'fergusonaction': 1,\n",
       " 'kamalfizazi': 1,\n",
       " 'innov8ion': 1,\n",
       " 'lukewearechange': 1,\n",
       " 'mari_matsuo': 1,\n",
       " 'opdarrienhunt': 1,\n",
       " 'sugarcubedog': 1,\n",
       " 'cory_shaffer': 1,\n",
       " 'anonmastaofmp3s': 1,\n",
       " 'millennialau': 1,\n",
       " 'sfbart': 1,\n",
       " 'mbilalkenasari': 1,\n",
       " 'powerinterfaith': 1,\n",
       " 'de_nichols': 1,\n",
       " 'occupycleveland': 1,\n",
       " 'gonnasetyoufree': 1,\n",
       " 'saulwilliams': 1,\n",
       " 'blkfreethinkers': 1,\n",
       " 'rousseau_ist': 1,\n",
       " 'collinrees': 1,\n",
       " 'illuminatormike': 1,\n",
       " 'deafear': 1,\n",
       " 'bhayes743': 1,\n",
       " 'justinstoned': 1,\n",
       " 'hunterlourdes': 1,\n",
       " 'feministing': 1,\n",
       " 'jaykelly26': 1,\n",
       " 'ellevation_': 1,\n",
       " 'frani20': 1,\n",
       " 'vincewarren': 1,\n",
       " 'bhaviklathia': 1,\n",
       " 'copwatch': 1,\n",
       " 'saulocorona': 1,\n",
       " 'therealbakari': 1,\n",
       " 'wustl': 1,\n",
       " 'un': 1,\n",
       " 'tribex_stl': 1,\n",
       " '_attilio': 1,\n",
       " 'ebonyw1456': 1,\n",
       " 'shawncarrie': 1,\n",
       " 'nickythekat': 1,\n",
       " 'annehillebrand2': 1,\n",
       " 'suppressthis': 1,\n",
       " 'manofsteele': 1,\n",
       " 'oaklandpoliceca': 1,\n",
       " 'jjconceptsinc': 1,\n",
       " 'getgln': 1,\n",
       " 'virtuous_queen_': 1,\n",
       " 'occupy_boston': 1,\n",
       " 'killedbycops': 1,\n",
       " 'superbranch': 1,\n",
       " 'dannadano': 1,\n",
       " '2_synnseer': 1,\n",
       " 'kingdseals': 1,\n",
       " 'delafro_': 1,\n",
       " 'nancyleong': 1,\n",
       " 'sickjew': 1,\n",
       " 'advodude': 1,\n",
       " 'parkerlewisftw': 1,\n",
       " 'lifeandmorelife': 1,\n",
       " 'greedkills': 1,\n",
       " 'eugenepuryear': 1,\n",
       " 'anony_mia': 1,\n",
       " 'aaronwbanks': 1,\n",
       " 'the_old_hack': 1,\n",
       " 'chattyantisoc': 1,\n",
       " 'cocopazzo': 1,\n",
       " 'curlyheadred': 1,\n",
       " 'fergusonlum': 1,\n",
       " 'mojohn8510': 1,\n",
       " 'lostvoices14': 1,\n",
       " 'anon_losangeles': 1,\n",
       " 'bike_at_w4': 1,\n",
       " 'occuworld': 1,\n",
       " 'freedomgirl2011': 1,\n",
       " 'owsatlanta': 1,\n",
       " 'daveid': 1,\n",
       " 'majorityspeaks': 1,\n",
       " 'wkyc': 1,\n",
       " 'tdubbohmygod': 1,\n",
       " 'bayareaintifada': 1,\n",
       " 'renitalamkin': 1,\n",
       " 'j_s_mann': 1,\n",
       " 'rockawayyouth': 1,\n",
       " 'jenjamesbeauty': 1,\n",
       " 'anonoperati0n': 1,\n",
       " 'michaelhayes': 1,\n",
       " 'lapd': 1,\n",
       " 'divafeminist': 1,\n",
       " 'aja_monet': 1,\n",
       " 'livestream': 1,\n",
       " 'cmmaudain': 1,\n",
       " 'giftedprude': 1,\n",
       " 'bullhorngirl': 1,\n",
       " 'haikuunsung': 1,\n",
       " 'pragmactivist99': 1,\n",
       " 'bellaeiko': 1,\n",
       " 'nechanna': 1,\n",
       " 'nlgnews': 1,\n",
       " 'nychange': 1,\n",
       " 'atticascott': 1,\n",
       " 'abbybobe': 1,\n",
       " 'melaninbarbie': 1,\n",
       " 'syndicalisms': 1,\n",
       " 'b_a_simons': 1,\n",
       " 'stltoday': 1,\n",
       " 'latinaanarchist': 1,\n",
       " 'youranonglobal': 1,\n",
       " 'koshersoul': 1,\n",
       " 'slulaw': 1,\n",
       " 'tchopstl': 1,\n",
       " 'buell003': 1,\n",
       " 'prussogirl': 1,\n",
       " 'tnewmstweet': 1,\n",
       " 'proftriciarose': 1,\n",
       " 'johnzangas': 1,\n",
       " 'gringatears': 1,\n",
       " 'argusnewsnow': 1,\n",
       " 'favianna': 1,\n",
       " 'lovnmylocs': 1,\n",
       " 'forrespect': 1,\n",
       " 'caaav': 1,\n",
       " 'sheenbean32': 1,\n",
       " 'drumbeats4peace': 1,\n",
       " 'jumaanewilliams': 1,\n",
       " 'letsgomathias': 1,\n",
       " 'deathrep': 1,\n",
       " 'barbararansby': 1,\n",
       " 'luckytran': 1,\n",
       " 'insurrectnews': 1,\n",
       " 'robindgkelley': 1,\n",
       " 'ms_workes': 1,\n",
       " 'ggreenwald': 1,\n",
       " 'nyashajunior': 1,\n",
       " 'kodacohen': 1,\n",
       " 'theblackvoice': 1,\n",
       " 'global_hackers': 1,\n",
       " 'jayron26': 1,\n",
       " 'justinbaragona': 1,\n",
       " 'h0xh4': 1,\n",
       " 'john_l_smith___': 1,\n",
       " 'emogasm': 1,\n",
       " 'wamswagner': 1,\n",
       " 'staciemritchie': 1,\n",
       " 'righttoprotest': 1,\n",
       " 'daneyvilla': 1,\n",
       " 'sanacardi': 1,\n",
       " 'infiniteideal': 1,\n",
       " 'cards4ferguson': 1,\n",
       " 'alexiszotos': 1,\n",
       " 'may20p': 1,\n",
       " 'opferguson': 1,\n",
       " 'krevwon': 1,\n",
       " 'tinymuslimah': 1,\n",
       " 'heberbrown': 1,\n",
       " 'urbancusp': 1,\n",
       " 'ophirbruck': 1,\n",
       " 'derrb3': 1,\n",
       " 'amymeansjustice': 1,\n",
       " 'occupytoronto': 1,\n",
       " 'nevernotever': 1,\n",
       " 'dtafakari': 1,\n",
       " 'stephencdeere': 1,\n",
       " 'forpeace': 1,\n",
       " 'occupytheory': 1,\n",
       " 'pdpj': 1,\n",
       " 'copblock': 1,\n",
       " 'elielcruz': 1,\n",
       " 'noblejonesontv': 1,\n",
       " 'answercoalition': 1,\n",
       " 'bexology_': 1,\n",
       " 'minkumedia': 1,\n",
       " 'mingome': 1,\n",
       " 'demos_org': 1,\n",
       " 'ashleypgreen': 1,\n",
       " 'newscat44': 1,\n",
       " 'classysportsfan': 1,\n",
       " 'catchatweetdown': 1,\n",
       " 'djvjgrrl': 1,\n",
       " 'therealnews': 1,\n",
       " 'standupandact': 1,\n",
       " 'polot_treyg': 1,\n",
       " 'kzshabazz': 1,\n",
       " 'occupytheport': 1,\n",
       " 'sunsarataylor': 1,\n",
       " 'reinagossett': 1,\n",
       " 'rahielt': 1,\n",
       " 'aboundingjoy': 1,\n",
       " 'candycornball': 1,\n",
       " 'bmorestyle': 1,\n",
       " 'mayalhassen': 1,\n",
       " 'mike_peake': 1,\n",
       " 'fatalencounters': 1,\n",
       " 'kathychaney': 1,\n",
       " 'c': 1,\n",
       " 'usdayofrage': 1,\n",
       " 'handsupmemphis': 1,\n",
       " 'thencarolsaid': 1,\n",
       " 'austinmccoy3': 1,\n",
       " 'fergusonstream1': 1,\n",
       " 'mrmikeblake': 1,\n",
       " '215studentunion': 1,\n",
       " 'd': 1,\n",
       " 'prisonradio': 1,\n",
       " 'carminemac': 1,\n",
       " 'chilightbrigade': 1,\n",
       " 'writerjen': 1,\n",
       " 'jayydodd': 1,\n",
       " 'tif2cool': 1,\n",
       " 'mettawordlife83': 1,\n",
       " 'plussone': 1,\n",
       " 'ubervaper': 1,\n",
       " 'audrelorde': 1,\n",
       " 'emanithegoddess': 1,\n",
       " 'geauxawayheaux': 1,\n",
       " 'dhorubashakur': 1,\n",
       " 'remroum': 1,\n",
       " 'sophialamar1': 1,\n",
       " 'dingalingy55': 1,\n",
       " 'nasmohit': 1,\n",
       " 'bfhsnetwork': 1,\n",
       " 'johngaskinstl': 1,\n",
       " 'ergoat': 1,\n",
       " 'jccfergie': 1,\n",
       " 'newsrevo': 1,\n",
       " 'evansernoffsky': 1,\n",
       " 'anoncopwatch': 1,\n",
       " 'alaa2325': 1,\n",
       " 'aurielebonie': 1,\n",
       " 'attorneycrump': 1,\n",
       " 'glennemartin': 1,\n",
       " 'bikobaker': 1,\n",
       " '15mbcn_int': 1,\n",
       " 'mrimprobable1': 1,\n",
       " 'broderickgreer': 1,\n",
       " ...}"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "\n",
    "ee, j = edge_based_matching(jaccards, threshold = 0.2)\n",
    "eeee = {k: v for k, v in ee.items() if len(v) > 2}\n",
    "for key in eeee.keys():\n",
    "    print(key)\n",
    "    \n",
    "get_members(eeee['T0_C2'],jaccards)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "4e842993",
   "metadata": {},
   "outputs": [],
   "source": [
    "\n",
    "threshold = 0.25\n",
    "medusa = accumulate_matches(jaccards)\n",
    "sorted_medusa = dict(sorted(medusa.items(), key=lambda x:x[1], reverse = True))\n",
    "cleaned_medusa = {k:v for k,v in sorted_medusa.items() if v > threshold}\n",
    "\n",
    "\n",
    "\n",
    "# names = ['cat','dog','mouse','fox','suslik']\n",
    "# def edge_based_match(jaccards, threshold = 0.2):\n",
    "#     medusa = accumulate_matches(jaccards)\n",
    "#     edgelist = dict(sorted(medusa.items(), key=lambda x:x[1], reverse = True))\n",
    "#     comms = dict()\n",
    "#     ends = dict()\n",
    "#     ctoo = dict()\n",
    "#     G = nx.Graph()\n",
    "#     for edge, score in edgelist.items():\n",
    "#         c0, c1 = edge\n",
    "#         if score > threshold:\n",
    "#             if c0 in ctoo:\n",
    "#                 ctoo[]\n",
    "#             if c1 in ctoo:\n",
    "#             comms.append(c0)\n",
    "#             comms[c0] = (c0, c1)\n",
    "#             G.add_edge(c0, c1, weight = score)\n",
    "#     return G\n",
    "# G = edge_based_match(jaccards)\n",
    "# G.add_edge('T3_C14','T6_C4',weight=0.24)\n",
    "# nx.draw_networkx(G)\n",
    "# plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "bcdd0c3e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "T0_C17\n",
      "DSM: ['T0_C17', 'T1_C19', 'T2_C16', 'T3_C12', 'T4_C25']\n",
      "EBM: ['T0_C17', 'T1_C19', 'T2_C16', 'T3_C12', 'T4_C25']\n",
      "T0_C10\n",
      "DSM: ['T0_C10', 'T1_C1', 'T2_C12', 'T3_C1', 'T4_C1', 'T5_C6', 'T6_C0']\n",
      "EBM: ['T0_C10', 'T1_C1', 'T2_C12', 'T3_C1', 'T4_C1', 'T5_C6', 'T6_C0']\n",
      "T2_C23\n",
      "DSM: ['T2_C23', 'T3_C16']\n",
      "EBM: ['T2_C23', 'T3_C16']\n",
      "T0_C2\n",
      "DSM: ['T0_C2', 'T1_C2', 'T2_C2', 'T3_C0', 'T4_C2', 'T5_C7', 'T6_C21']\n",
      "EBM: ['T0_C2', 'T1_C2', 'T2_C2', 'T3_C0', 'T4_C2', 'T5_C7', 'T6_C21']\n",
      "T0_C15\n",
      "DSM: ['T0_C15', 'T1_C11', 'T2_C21', 'T3_C28', 'T4_C52']\n",
      "EBM: ['T0_C15', 'T1_C11', 'T2_C21', 'T3_C28', 'T4_C52']\n",
      "T5_C60\n",
      "DSM: ['T5_C60', 'T6_C35']\n",
      "EBM: ['T5_C60', 'T6_C35']\n",
      "T1_C24\n",
      "DSM: ['T1_C24', 'T2_C10', 'T3_C51']\n",
      "EBM: ['T1_C24', 'T2_C10', 'T3_C51']\n",
      "T1_C25\n",
      "DSM: ['T1_C25', 'T2_C22', 'T3_C31']\n",
      "EBM: ['T1_C25', 'T2_C22', 'T3_C31']\n",
      "T0_C0\n",
      "DSM: ['T0_C0', 'T1_C4']\n",
      "EBM: ['T0_C0', 'T1_C4']\n",
      "T0_C3\n",
      "DSM: ['T0_C3', 'T1_C6', 'T2_C0', 'T3_C4']\n",
      "EBM: ['T0_C3', 'T1_C0', 'T1_C6', 'T2_C0', 'T3_C4']\n",
      "T4_C35\n",
      "DSM: ['T4_C35', 'T5_C44', 'T6_C66']\n",
      "EBM: ['T4_C35', 'T5_C44', 'T6_C66']\n",
      "T0_C22\n",
      "DSM: ['T0_C22', 'T1_C14', 'T2_C24', 'T3_C68', 'T4_C31']\n",
      "EBM: ['T0_C22', 'T1_C14', 'T2_C24', 'T3_C68', 'T4_C31']\n",
      "T0_C5\n",
      "DSM: ['T0_C5', 'T1_C8', 'T2_C8']\n",
      "EBM: ['T0_C5', 'T1_C8', 'T2_C8']\n",
      "T2_C1\n",
      "DSM: ['T2_C1', 'T3_C153']\n",
      "EBM: ['T2_C1', 'T3_C153']\n",
      "T3_C14\n",
      "DSM: ['T3_C14', 'T4_C11']\n",
      "EBM: ['T3_C14', 'T4_C11']\n",
      "T4_C14\n",
      "DSM: ['T4_C14', 'T5_C30']\n",
      "EBM: ['T4_C14', 'T5_C30']\n",
      "T2_C38\n",
      "DSM: ['T2_C38', 'T3_C10', 'T4_C17']\n",
      "EBM: ['T2_C38', 'T3_C10', 'T4_C17']\n",
      "T3_C2\n",
      "DSM: ['T3_C2', 'T4_C37']\n",
      "EBM: ['T3_C2', 'T4_C37']\n",
      "T5_C4\n",
      "DSM: ['T5_C4', 'T6_C10']\n",
      "EBM: ['T5_C4', 'T6_C10']\n",
      "T1_C63\n",
      "DSM: ['T1_C63', 'T2_C77']\n",
      "EBM: ['T1_C63', 'T2_C77']\n",
      "T5_C3\n",
      "DSM: ['T5_C3', 'T6_C4']\n",
      "EBM: ['T5_C3', 'T6_C4']\n",
      "T5_C9\n",
      "DSM: ['T5_C9', 'T6_C26']\n",
      "EBM: ['T5_C9', 'T6_C26']\n",
      "T1_C7\n",
      "DSM: ['T1_C7', 'T2_C9']\n",
      "EBM: ['T1_C7', 'T2_C9']\n",
      "T5_C22\n",
      "DSM: ['T5_C22', 'T6_C70']\n",
      "EBM: ['T5_C22', 'T6_C70']\n"
     ]
    }
   ],
   "source": [
    "threshold = 0.2\n",
    "ebm, i = edge_based_matching(jaccards, threshold = threshold, minis = True)\n",
    "dsm, j = dynamic_sequential_matching(jaccards, threshold = threshold)\n",
    "for key in ebm.keys():\n",
    "    print(key)\n",
    "    print(f\"DSM: {dsm[key]}\")\n",
    "    print(f\"EBM: {ebm[key]}\")"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
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