distance.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "%load_ext autoreload\n",
    "%autoreload 2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "from glob import glob\n",
    "from sklearn.preprocessing import normalize\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import plotly.express as px\n",
    "import seaborn as sns\n",
    "\n",
    "from distance import *\n",
    "from utils import *"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_hists(dist, bins=100):\n",
    "    res = np.zeros(bins)\n",
    "    for filename in glob(\"data/poland_warszawa_2023_*.pb\"):\n",
    "        print(filename)\n",
    "        X = load_pb_ohe(filename)[2]\n",
    "        hist, bin_edges = np.histogram(\n",
    "            dist(X),\n",
    "            bins=bins,\n",
    "            range=(0,1),\n",
    "        )\n",
    "        assert res.shape == hist.shape\n",
    "        res += hist / hist.sum()\n",
    "    return res"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "rodzaj                                  , liczba projektów, liczba głosów\n",
      "District PB in Warsaw, Bemowo           ,               83,          5180\n",
      "District PB in Warsaw, Białołęka        ,               72,          9173\n",
      "District PB in Warsaw, Bielany          ,               98,          4956\n",
      "District PB in Warsaw, Mokotów          ,               81,         11067\n",
      "District PB in Warsaw, Ochota           ,               81,          4392\n",
      "District PB in Warsaw, Praga-Północ     ,               91,          2818\n",
      "District PB in Warsaw, Praga-Południe   ,               81,          8922\n",
      "District PB in Warsaw, Rembertów        ,               38,          1172\n",
      "District PB in Warsaw, Śródmieście      ,               47,          3883\n",
      "District PB in Warsaw, Targówek         ,               97,          4680\n",
      "District PB in Warsaw, Ursus            ,               72,          4519\n",
      "District PB in Warsaw, Ursynów          ,               64,          6260\n",
      "District PB in Warsaw, Wawer            ,               79,          5091\n",
      "District PB in Warsaw, Wesoła           ,               29,          1181\n",
      "District PB in Warsaw, Wilanów          ,               35,          2358\n",
      "District PB in Warsaw, Włochy           ,               43,          2220\n",
      "District PB in Warsaw, Wola             ,               67,          6760\n",
      "District PB in Warsaw, Żoliborz         ,               31,          2506\n"
     ]
    }
   ],
   "source": [
    "print(f\"{\"rodzaj\":40}, {\"liczba projektów\":16}, {\"liczba głosów\":13}\")\n",
    "for filename in glob(\"data/poland_warszawa_2023*.pb\"):\n",
    "    meta = load_pb(filename)[0]\n",
    "    print(f\"{meta['description']:40}, {meta['num_projects']:16}, {meta['num_votes']:13}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Kernel Density Estimation"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Distance sampling"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "def sample_jaccard(X, size):\n",
    "    xs = X[np.random.choice(X.shape[0], size=size)]\n",
    "    ys = X[np.random.choice(X.shape[0], size=size)]\n",
    "    return 1 - np.minimum(xs, ys).sum(axis=-1) / np.maximum(xs, ys).sum(axis=-1)\n",
    "def sample_cosine(X, size):\n",
    "    xs = normalize(X[np.random.choice(X.shape[0], size=size)], norm='l2', axis=1)\n",
    "    ys = normalize(X[np.random.choice(X.shape[0], size=size)], norm='l2', axis=1)\n",
    "    return 1 - (xs * ys).sum(axis=-1)\n",
    "def sample_chord(X, size):\n",
    "    xs = normalize(X[np.random.choice(X.shape[0], size=size)], norm='l2', axis=1)\n",
    "    ys = normalize(X[np.random.choice(X.shape[0], size=size)], norm='l2', axis=1)\n",
    "    return np.linalg.norm(xs-ys, axis=-1) / np.sqrt(2)\n",
    "def sample_all(X, size):\n",
    "    return np.array([sample_jaccard(X, size), sample_cosine(X, size), sample_chord(X, size)])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Loading subset of data (Warszawa 2023)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "districts = [\n",
    "    \"bemowo\",\n",
    "    \"bialoleka\",\n",
    "    \"bielany\",\n",
    "    \"mokotow\",\n",
    "    \"ochota\",\n",
    "    \"praga-polnoc\",\n",
    "    \"praga-poludnie\",\n",
    "    \"rembertow\",\n",
    "    \"srodmiescie\",\n",
    "    \"targowek\",\n",
    "    \"ursus\",\n",
    "    \"ursynow\",\n",
    "    \"wawer\",\n",
    "    \"wesola\",\n",
    "    \"wilanow\",\n",
    "    \"wlochy\",\n",
    "    \"wola\",\n",
    "    \"zoliborz\",\n",
    "]\n",
    "filenames = [\n",
    "    f\"data/poland_warszawa_2023_{district}.pb\"\n",
    "    for district in districts\n",
    "]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "sample_size = 1000000\n",
    "distances = np.array([\n",
    "    sample_all(load_pb_ohe(filename)[2], sample_size)\n",
    "    for filename in filenames\n",
    "])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Chord')"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x3000 with 54 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "rows = distances.shape[0]\n",
    "cols = distances.shape[1]\n",
    "fig, axs = plt.subplots(\n",
    "    nrows=rows,\n",
    "    ncols=cols,\n",
    "    sharey='row',\n",
    "    figsize=(7,30),\n",
    ")\n",
    "for i, (dists, district) in enumerate(zip(distances, districts)):\n",
    "    for j, dist in enumerate(dists):\n",
    "        sns.kdeplot(\n",
    "            dist,\n",
    "            fill=True,\n",
    "            clip=(0,1),\n",
    "            bw_adjust=2,\n",
    "            ax=axs[i,j],\n",
    "        )\n",
    "        axs[i,j].set_ylim(0, 15)\n",
    "        axs[i,j].set_ylabel(district)\n",
    "axs[0,0].set_title(\"Jaccard\")\n",
    "axs[0,1].set_title(\"Cosine\")\n",
    "axs[0,2].set_title(\"Chord\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Histograms of all distances on a single plot (single instance)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "meta, projects, votes = load_pb_ohe('data/poland_warszawa_2023_srodmiescie.pb')\n",
    "votesT = votes.T"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Iteration 0 norm is (np.float64(168.60927724981624), np.float64(0.010080729068083678))\n",
      "Iteration 1 norm is (np.float64(0.43902754407794026), np.float64(0.43339357795909705))\n",
      "Iteration 2 norm is (np.float64(21.64402908511463), np.float64(0.003294645062908632))\n",
      "Iteration 3 norm is (np.float64(0.15775081081418732), np.float64(0.15732736028957955))\n",
      "Iteration 4 norm is (np.float64(7.64436358786751), np.float64(0.0011542528255285955))\n",
      "Iteration 5 norm is (np.float64(0.05586712002931711), np.float64(0.05546526510735629))\n",
      "Iteration 6 norm is (np.float64(2.694171792014923), np.float64(0.00040430041375761483))\n",
      "Iteration 7 norm is (np.float64(0.019643440373860725), np.float64(0.01944428442883393))\n",
      "Iteration 8 norm is (np.float64(0.9457868947016952), np.float64(0.0001415834710153348))\n",
      "Iteration 9 norm is (np.float64(0.0068892564699685865), np.float64(0.0068100549818670975))\n",
      "Iteration 10 norm is (np.float64(0.3315037824226026), np.float64(4.9577903766092566e-05))\n",
      "Iteration 11 norm is (np.float64(0.0024138390984335127), np.float64(0.002384686439964016))\n",
      "Iteration 12 norm is (np.float64(0.1161238426078325), np.float64(1.736009387859013e-05))\n",
      "Iteration 13 norm is (np.float64(0.000845432330237818), np.float64(0.0008350157745706378))\n",
      "Iteration 14 norm is (np.float64(0.040667728067278676), np.float64(6.078711941669305e-06))\n",
      "Iteration 15 norm is (np.float64(0.0002960618373314066), np.float64(0.0002923839363516239))\n",
      "Iteration 16 norm is (np.float64(0.014240857126702216), np.float64(2.1284787739772024e-06))\n",
      "Iteration 17 norm is (np.float64(0.00010367129406793536), np.float64(0.00010237900632487522))\n",
      "Iteration 18 norm is (np.float64(0.004986605354070828), np.float64(7.452918723484871e-07))\n",
      "Iteration 19 norm is (np.float64(3.6301387765239653e-05), np.float64(3.5848237377134245e-05))\n",
      "Iteration 20 norm is (np.float64(0.001746090275825865), np.float64(2.6096553842822735e-07))\n",
      "Iteration 21 norm is (np.float64(1.271110189669286e-05), np.float64(1.255233468867331e-05))\n",
      "Iteration 22 norm is (np.float64(0.0006113999594115195), np.float64(9.137761490014616e-08))\n",
      "Iteration 23 norm is (np.float64(4.450831935348246e-06), np.float64(4.395225253751677e-06))\n",
      "Iteration 0 norm is (np.float64(224.81236967171228), np.float64(0.01344097209077825))\n",
      "Iteration 1 norm is (np.float64(0.780493411692627), np.float64(0.770477471927284))\n",
      "Iteration 2 norm is (np.float64(51.30436523882389), np.float64(0.007809529038005249))\n",
      "Iteration 3 norm is (np.float64(0.498570463807742), np.float64(0.4972321510386713))\n",
      "Iteration 4 norm is (np.float64(32.213285242691335), np.float64(0.004864011906753764))\n",
      "Iteration 5 norm is (np.float64(0.31389811198949813), np.float64(0.3116402275442136))\n",
      "Iteration 6 norm is (np.float64(20.183498235232623), np.float64(0.003028833095109522))\n",
      "Iteration 7 norm is (np.float64(0.19621284992262486), np.float64(0.19422353670599962))\n",
      "Iteration 8 norm is (np.float64(12.596268847467009), np.float64(0.0018856504306175733))\n",
      "Iteration 9 norm is (np.float64(0.1223375331038566), np.float64(0.12093109472922964))\n",
      "Iteration 10 norm is (np.float64(7.849004728449353), np.float64(0.0011738544828741907))\n",
      "Iteration 11 norm is (np.float64(0.07620319084087952), np.float64(0.07528286205909522))\n",
      "Iteration 12 norm is (np.float64(4.88792996194436), np.float64(0.0007307278256199688))\n",
      "Iteration 13 norm is (np.float64(0.04744835542222023), np.float64(0.04686374513697764))\n",
      "Iteration 14 norm is (np.float64(3.043203256731549), np.float64(0.0004548755698123438))\n",
      "Iteration 15 norm is (np.float64(0.029539437136798935), np.float64(0.02917247621499418))\n",
      "Iteration 16 norm is (np.float64(1.8945001835302409), np.float64(0.0002831573543702994))\n",
      "Iteration 17 norm is (np.float64(0.018388901163250034), np.float64(0.01815967906487282))\n",
      "Iteration 18 norm is (np.float64(1.1793453378602594), np.float64(0.00017626349641758677))\n",
      "Iteration 19 norm is (np.float64(0.011447165456726438), np.float64(0.011304270439019897))\n",
      "Iteration 20 norm is (np.float64(0.7341421553030077), np.float64(0.000109722736271963))\n",
      "Iteration 21 norm is (np.float64(0.007125829153137909), np.float64(0.007036824437616465))\n",
      "Iteration 22 norm is (np.float64(0.4570001551896812), np.float64(6.830158157918156e-05))\n",
      "Iteration 23 norm is (np.float64(0.0044357889455555535), np.float64(0.004380370202557535))\n",
      "Iteration 24 norm is (np.float64(0.28447970468405), np.float64(4.251721819208223e-05))\n",
      "Iteration 25 norm is (np.float64(0.0027612486483909546), np.float64(0.0027267472555331735))\n",
      "Iteration 26 norm is (np.float64(0.17708660392766745), np.float64(2.6466645657881242e-05))\n",
      "Iteration 27 norm is (np.float64(0.001718857257750558), np.float64(0.001697379451798654))\n",
      "Iteration 28 norm is (np.float64(0.1102351031051483), np.float64(1.6475285739585233e-05))\n",
      "Iteration 29 norm is (np.float64(0.0010699758198350982), np.float64(0.001056605800801035))\n",
      "Iteration 30 norm is (np.float64(0.06862052316155677), np.float64(1.0255740053717607e-05))\n",
      "Iteration 31 norm is (np.float64(0.0006660518723708234), np.float64(0.0006577290724817433))\n",
      "Iteration 32 norm is (np.float64(0.0427157561634156), np.float64(6.384120151267838e-06))\n",
      "Iteration 33 norm is (np.float64(0.00041461223932674583), np.float64(0.0004094313428136226))\n",
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     ]
    }
   ],
   "source": [
    "d_v_jaccard = jaccard(votes, votes)\n",
    "d_v_cosine = cosine(votes, votes)\n",
    "d_v_chord = chord(votes, votes) / np.sqrt(2)\n",
    "d_v_simrank_60, d_p_simrank_60 = simrank_both(votes, 0.6, 0.6, max_iter=1000)\n",
    "d_v_simrank_80, d_p_simrank_80 = simrank_both(votes, 0.8, 0.8, max_iter=1000)\n",
    "d_v_simrank_95, d_p_simrank_95 = simrank_both(votes, 0.95, 0.95, max_iter=1000)\n",
    "d_v_simrank_99, d_p_simrank_99 = simrank_both(votes, 0.99, 0.99, max_iter=1000)\n",
    "d_p_jaccard = jaccard(votesT, votesT)\n",
    "d_p_cosine = cosine(votesT, votesT)\n",
    "d_p_chord = chord(votesT, votesT) / np.sqrt(2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Voters"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "args = {\"bins\": 50, \"alpha\": 0.5, \"range\": (0, 1)}\n",
    "plt.hist(d_v_jaccard.reshape(-1), label=\"Jaccard\", **args)\n",
    "plt.hist(d_v_cosine.reshape(-1), label=\"Cosine\", **args)\n",
    "plt.hist(d_v_chord.reshape(-1), label=\"Chord\", **args)\n",
    "plt.hist(d_v_simrank_60.reshape(-1), label=\"SimRank (C=0.6)\", **args)\n",
    "plt.hist(d_v_simrank_80.reshape(-1), label=\"SimRank (C=0.8)\", **args)\n",
    "plt.hist(d_v_simrank_95.reshape(-1), label=\"SimRank (C=0.95)\", **args)\n",
    "plt.hist(d_v_simrank_99.reshape(-1), label=\"SimRank (C=0.99)\", **args)\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Projects"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "args = {\"bins\": 50, \"alpha\": 0.5, \"range\": (0, 1)}\n",
    "plt.hist(d_p_jaccard.reshape(-1), label=\"Jaccard\", **args)\n",
    "plt.hist(d_p_cosine.reshape(-1), label=\"Cosine\", **args)\n",
    "plt.hist(d_p_chord.reshape(-1), label=\"Chord\", **args)\n",
    "plt.hist(d_p_simrank_60.reshape(-1), label=\"SimRank (C=0.6)\", **args)\n",
    "plt.hist(d_p_simrank_80.reshape(-1), label=\"SimRank (C=0.8)\", **args)\n",
    "plt.hist(d_p_simrank_95.reshape(-1), label=\"SimRank (C=0.95)\", **args)\n",
    "plt.hist(d_p_simrank_99.reshape(-1), label=\"SimRank (C=0.99)\", **args)\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Correlations (single instance)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Voters"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "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>Jaccard</th>\n",
       "      <th>Cosine</th>\n",
       "      <th>Chord</th>\n",
       "      <th>Simrank (C=0.8)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Jaccard</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.957265</td>\n",
       "      <td>0.984056</td>\n",
       "      <td>0.636020</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Cosine</th>\n",
       "      <td>0.957265</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.971437</td>\n",
       "      <td>0.565068</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Chord</th>\n",
       "      <td>0.984056</td>\n",
       "      <td>0.971437</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.700808</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Simrank (C=0.8)</th>\n",
       "      <td>0.636020</td>\n",
       "      <td>0.565068</td>\n",
       "      <td>0.700808</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                  Jaccard    Cosine     Chord  Simrank (C=0.8)\n",
       "Jaccard          1.000000  0.957265  0.984056         0.636020\n",
       "Cosine           0.957265  1.000000  0.971437         0.565068\n",
       "Chord            0.984056  0.971437  1.000000         0.700808\n",
       "Simrank (C=0.8)  0.636020  0.565068  0.700808         1.000000"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "corr = pd.DataFrame({\n",
    "    \"Jaccard\": d_v_jaccard.reshape(-1),\n",
    "    \"Cosine\": d_v_cosine.reshape(-1),\n",
    "    \"Chord\": d_v_chord.reshape(-1),\n",
    "    \"Simrank (C=0.8)\": d_v_simrank_80.reshape(-1),\n",
    "}).corr()\n",
    "corr"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Projects"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "def jaccard_matrix(X):\n",
    "    return np.array([\n",
    "        [1 - len(x1.intersection(x2)) / len(x1.union(x2)) for x2 in X]\n",
    "        for x1 in X\n",
    "    ])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "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>Jaccard</th>\n",
       "      <th>Cosine</th>\n",
       "      <th>Chord</th>\n",
       "      <th>Simrank (C=0.8)</th>\n",
       "      <th>Category Jaccard</th>\n",
       "      <th>Target Jaccard</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Jaccard</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.965753</td>\n",
       "      <td>0.995254</td>\n",
       "      <td>0.848070</td>\n",
       "      <td>0.461900</td>\n",
       "      <td>0.192888</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Cosine</th>\n",
       "      <td>0.965753</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.954023</td>\n",
       "      <td>0.700651</td>\n",
       "      <td>0.464673</td>\n",
       "      <td>0.205142</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Chord</th>\n",
       "      <td>0.995254</td>\n",
       "      <td>0.954023</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.881124</td>\n",
       "      <td>0.454931</td>\n",
       "      <td>0.197283</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Simrank (C=0.8)</th>\n",
       "      <td>0.848070</td>\n",
       "      <td>0.700651</td>\n",
       "      <td>0.881124</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.347725</td>\n",
       "      <td>0.140749</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Category Jaccard</th>\n",
       "      <td>0.461900</td>\n",
       "      <td>0.464673</td>\n",
       "      <td>0.454931</td>\n",
       "      <td>0.347725</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.232611</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Target Jaccard</th>\n",
       "      <td>0.192888</td>\n",
       "      <td>0.205142</td>\n",
       "      <td>0.197283</td>\n",
       "      <td>0.140749</td>\n",
       "      <td>0.232611</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                   Jaccard    Cosine     Chord  Simrank (C=0.8)  \\\n",
       "Jaccard           1.000000  0.965753  0.995254         0.848070   \n",
       "Cosine            0.965753  1.000000  0.954023         0.700651   \n",
       "Chord             0.995254  0.954023  1.000000         0.881124   \n",
       "Simrank (C=0.8)   0.848070  0.700651  0.881124         1.000000   \n",
       "Category Jaccard  0.461900  0.464673  0.454931         0.347725   \n",
       "Target Jaccard    0.192888  0.205142  0.197283         0.140749   \n",
       "\n",
       "                  Category Jaccard  Target Jaccard  \n",
       "Jaccard                   0.461900        0.192888  \n",
       "Cosine                    0.464673        0.205142  \n",
       "Chord                     0.454931        0.197283  \n",
       "Simrank (C=0.8)           0.347725        0.140749  \n",
       "Category Jaccard          1.000000        0.232611  \n",
       "Target Jaccard            0.232611        1.000000  "
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "corr = pd.DataFrame({\n",
    "    \"Jaccard\": d_p_jaccard.reshape(-1),\n",
    "    \"Cosine\": d_p_cosine.reshape(-1),\n",
    "    \"Chord\": d_p_chord.reshape(-1),\n",
    "    \"Simrank (C=0.8)\": d_p_simrank_80.reshape(-1),\n",
    "    \"Category Jaccard\": jaccard_matrix(projects['category']).reshape(-1),\n",
    "    \"Target Jaccard\": jaccard_matrix(projects['target']).reshape(-1),\n",
    "}).corr()\n",
    "corr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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