day_14_kpop.ipynb

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  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "7d18c815",
   "metadata": {},
   "outputs": [],
   "source": [
    "import networkx as nx\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "\n",
    "import community as community_louvain"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "0e8c36c4",
   "metadata": {},
   "outputs": [],
   "source": [
    "# for visualization\n",
    "from IPython.display import SVG \n",
    "from sknetwork.visualization import svg_graph \n",
    "from sknetwork.data import Bunch \n",
    "from sknetwork.ranking import PageRank \n",
    "from scipy.sparse import csr_matrix\n",
    "\n",
    "def draw_graph(G, show_names=False, node_size=1, font_size=10, edge_width=0.5):\n",
    "\n",
    "    adjacency = nx.to_scipy_sparse_array(G, nodelist=None, dtype=None, weight='weight', format='csr')\n",
    "    adjacency = csr_matrix(adjacency) # fix to weird sknetwork-csr issue; comment out to troubleshoot\n",
    "    \n",
    "    names = np.array(list(G.nodes))\n",
    "    \n",
    "    graph = Bunch()\n",
    "    graph.adjacency = adjacency\n",
    "    graph.names = np.array(names)\n",
    "    \n",
    "    pagerank = PageRank()\n",
    "    scores = pagerank.fit_transform(adjacency)\n",
    "\n",
    "    if show_names:\n",
    "        \n",
    "        image = svg_graph(graph.adjacency, font_size=font_size, node_size=node_size, names=graph.names, width=700, height=500, scores=scores, edge_width=edge_width)\n",
    "    \n",
    "    else:\n",
    "        \n",
    "        image = svg_graph(graph.adjacency, node_size=node_size, width=700, height=500, scores = scores, edge_width=edge_width)\n",
    "    \n",
    "    return SVG(image)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "5e7e69f4",
   "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>source</th>\n",
       "      <th>target</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>kpop</td>\n",
       "      <td>K-pop</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>kpop</td>\n",
       "      <td>KPOP (musical)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>kpop</td>\n",
       "      <td>K-pop (song)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>kpop</td>\n",
       "      <td>KPOP (disambiguation)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>kpop</td>\n",
       "      <td>List of South Korean idol groups</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  source                            target\n",
       "0   kpop                             K-pop\n",
       "1   kpop                    KPOP (musical)\n",
       "2   kpop                      K-pop (song)\n",
       "3   kpop             KPOP (disambiguation)\n",
       "4   kpop  List of South Korean idol groups"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data = r'data/kpop_edgelist.csv'\n",
    "\n",
    "df = pd.read_csv(data)\n",
    "df['source'] = df['source'].str.replace('&', 'and')\n",
    "df['target'] = df['target'].str.replace('&', 'and')\n",
    "\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "ed243c72",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "5296a3e1",
   "metadata": {},
   "outputs": [],
   "source": [
    "G = nx.from_pandas_edgelist(df)\n",
    "\n",
    "G.remove_edges_from(nx.selfloop_edges(G))\n",
    "\n",
    "# use the ego network as the graph (to quickly remove noise) and radius to get to the right place\n",
    "G = nx.ego_graph(G, 'K-pop', radius=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "e7936819",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Graph with 778 nodes and 1286 edges\n"
     ]
    }
   ],
   "source": [
    "print(G)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "10aa2232",
   "metadata": {},
   "source": [
    "# Music Discovery using Graph Analysis\n",
    "\n",
    "In today's analysis, I am looking to discover other musicians and albums I was not aware of. I am a big fan of Wilco, but I stopped keeping up with albums after 2012, so this is my attempt at playing catch-up.\n",
    "\n",
    "But this follows the larger theme of using networks for knowledge discovery, or information discovery, whatever you want to call it. \n",
    "\n",
    "Often, graphs are used as a source of data, but not explored. There are rich insights in any networks, but you must explore. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8855a5b8",
   "metadata": {},
   "source": [
    "# Inspect the Core\n",
    "\n",
    "One of the first things I always do is inspect the core. It can be useful to do an inspection of the core of any network, to see the different parts that are influencing the network. To do this, I use k_core, and I increase the number until I can go no higher. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "c3b2b9ba",
   "metadata": {},
   "outputs": [
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       "<IPython.core.display.SVG object>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# draw the core\n",
    "\n",
    "draw_graph(nx.k_core(G, 6), node_size=4, font_size=11, show_names=True, edge_width=0.3)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ba37893d",
   "metadata": {},
   "source": [
    "Now I can see that there are a few parts to this network and that it is not a pure Wilco network. That's normal when using automation to generate network data. It takes exploration to get to the value. Get used to zooming in and out using k_core. It is very useful for this. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0dcf1d59",
   "metadata": {},
   "source": [
    "# Identify Nodes of Interest\n",
    "\n",
    "The next thing I do is identify key nodes of interest. As written about previously, there are ceveral measures and centralities that can be used, such as Page Rank, Betweenness Centrality, Degree Centrality, Closeness Centrality, and on and on. Spend time learning about the different measures of importance. There are very useful."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "42fbb411",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>page_rank</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>K-pop</th>\n",
       "      <td>0.008931</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Pop music</th>\n",
       "      <td>0.006109</td>\n",
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       "    <tr>\n",
       "      <th>Twice</th>\n",
       "      <td>0.005965</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Godfather</th>\n",
       "      <td>0.005755</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Godmother</th>\n",
       "      <td>0.005755</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Kalanchoe brasiliensis</th>\n",
       "      <td>0.005707</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Billboard Hot 100</th>\n",
       "      <td>0.005690</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Popstars</th>\n",
       "      <td>0.005637</td>\n",
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       "    <tr>\n",
       "      <th>Hot 100 (disambiguation)</th>\n",
       "      <td>0.005632</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>O.O (song)</th>\n",
       "      <td>0.005632</td>\n",
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      "text/plain": [
       "                          page_rank\n",
       "K-pop                      0.008931\n",
       "Pop music                  0.006109\n",
       "Twice                      0.005965\n",
       "Godfather                  0.005755\n",
       "Godmother                  0.005755\n",
       "Kalanchoe brasiliensis     0.005707\n",
       "Billboard Hot 100          0.005690\n",
       "Popstars                   0.005637\n",
       "Hot 100 (disambiguation)   0.005632\n",
       "O.O (song)                 0.005632"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "page_rank = nx.pagerank(G)\n",
    "\n",
    "pr_df = pd.DataFrame().from_dict(page_rank, orient='index')\n",
    "pr_df.columns = ['page_rank']\n",
    "pr_df.sort_values('page_rank', ascending=False, inplace=True)\n",
    "pr_df.head(10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "71a59549",
   "metadata": {},
   "outputs": [
    {
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",
      "text/plain": [
       "<Figure size 1200x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "title = 'Important Pages by PageRank'\n",
    "\n",
    "pr_df.head(20).plot.barh(figsize=(12,8), title=title).invert_yaxis()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bb599e1b",
   "metadata": {},
   "source": [
    "This hints at the mixed nature of this network. I can see that Wilco and Jeff Tweedy (lead singer of Wilco) have a drastically higher Page Rank score than the other nodes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "4d61a67a",
   "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>betweenness_centrality</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>K-pop</th>\n",
       "      <td>0.528901</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Honorific nicknames in popular music</th>\n",
       "      <td>0.153588</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>K/DA</th>\n",
       "      <td>0.144752</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>KPOP-LP</th>\n",
       "      <td>0.141208</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>KPOP (musical)</th>\n",
       "      <td>0.132363</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>K-pop Hot 100</th>\n",
       "      <td>0.106513</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>List of K-pop music videos banned by South Korean television networks</th>\n",
       "      <td>0.097733</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>List of South Korean girl groups</th>\n",
       "      <td>0.092364</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>List of K-pop artists</th>\n",
       "      <td>0.079328</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Pop music</th>\n",
       "      <td>0.077123</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                    betweenness_centrality\n",
       "K-pop                                                             0.528901\n",
       "Honorific nicknames in popular music                              0.153588\n",
       "K/DA                                                              0.144752\n",
       "KPOP-LP                                                           0.141208\n",
       "KPOP (musical)                                                    0.132363\n",
       "K-pop Hot 100                                                     0.106513\n",
       "List of K-pop music videos banned by South Kore...                0.097733\n",
       "List of South Korean girl groups                                  0.092364\n",
       "List of K-pop artists                                             0.079328\n",
       "Pop music                                                         0.077123"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "betw_cent = nx.betweenness_centrality(G)\n",
    "\n",
    "betw_cent_df = pd.DataFrame().from_dict(betw_cent, orient='index')\n",
    "betw_cent_df.columns = ['betweenness_centrality']\n",
    "betw_cent_df.sort_values('betweenness_centrality', ascending=False, inplace=True)\n",
    "betw_cent_df.head(10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "d678de05",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1200x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "title = 'Important Pages by Betweenness Centrality'\n",
    "\n",
    "betw_cent_df.head(20).plot.barh(figsize=(12,8), title=title).invert_yaxis()\n",
    "\n",
    "# Jeff Tweedy, Billy Bragg, Roger Wilco, Tweedy, Glenn Kotche, Jay Farrar, Uncle Tupelo, John Stirratt - Who/What are they?"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6909165a",
   "metadata": {},
   "source": [
    "# Community Detection\n",
    "\n",
    "We have one large connected component, and this will be great for use in Community Detection. The smaller connected components are communities of their own in this network, split off from the main piece of this network."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "8022451c",
   "metadata": {},
   "outputs": [],
   "source": [
    "def draw_partition(G, partition): \n",
    "\n",
    "    import matplotlib.cm as cm \n",
    "    import matplotlib.pyplot as plt \n",
    "\n",
    "    # draw the graph \n",
    "    plt.figure(3,figsize=(12,12)) \n",
    "    pos = nx.spring_layout(G) \n",
    "\n",
    "    # color the nodes according to their partition \n",
    "    cmap = cm.get_cmap('jet', max(partition.values()) + 1) \n",
    "    nx.draw_networkx_nodes(G, pos, partition.keys(), node_size=40, cmap=cmap, node_color=list(partition.values())) \n",
    "    nx.draw_networkx_edges(G, pos, alpha=0.5, width=0.3) \n",
    "\n",
    "    return plt.show() "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "6247b204",
   "metadata": {},
   "outputs": [],
   "source": [
    "# identify communities; set resolution to 0.01 for smaller groups and 1 for larger groups, etc\n",
    "# play with the number to get communities to the size you want them, or leave it at the default\n",
    "\n",
    "partition = community_louvain.best_partition(G, resolution=0.2, random_state=1337) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "954bb689",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\itsgo\\AppData\\Local\\Temp\\ipykernel_7332\\2878357847.py:11: MatplotlibDeprecationWarning: The get_cmap function was deprecated in Matplotlib 3.7 and will be removed two minor releases later. Use ``matplotlib.colormaps[name]`` or ``matplotlib.colormaps.get_cmap(obj)`` instead.\n",
      "  cmap = cm.get_cmap('jet', max(partition.values()) + 1)\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1200x1200 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "draw_partition(G, partition)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "03fc34b8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "community\n",
       "21     22\n",
       "57     20\n",
       "99     20\n",
       "17     18\n",
       "18     17\n",
       "36     13\n",
       "73     13\n",
       "79     10\n",
       "87     10\n",
       "80     10\n",
       "93     10\n",
       "55     10\n",
       "19     10\n",
       "25     10\n",
       "39     10\n",
       "71     10\n",
       "86     10\n",
       "108    10\n",
       "97     10\n",
       "33     10\n",
       "Name: count, dtype: int64"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "community_df = pd.DataFrame().from_dict(partition, orient='index')\n",
    "community_df.reset_index(inplace=True)\n",
    "community_df.columns = ['node', 'community']\n",
    "\n",
    "# remove junk; identify relevant communities\n",
    "\n",
    "community_df['community'].value_counts()[0:20]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "04fee347",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([ 21,  57,  99,  17,  18,  36,  73,  79,  87,  80,  93,  55,  19,\n",
       "        25,  39,  71,  86, 108,  97,  33], dtype=int64)"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "comm_idx = community_df['community'].value_counts()[0:20].index.values\n",
    "comm_idx"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6e241e7f",
   "metadata": {},
   "source": [
    "## Exploring Communities\n",
    "Below, I am showing the largest community in the network. Looking at some of the node labels, I can see many instances of the word \"graph\". We are in the right place. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "a9558fc4",
   "metadata": {},
   "outputs": [
    {
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       "<circle cx=\"518\" cy=\"20\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"34\" cy=\"206\" r=\"3.0\" style=\"fill:rgb(60, 79, 195);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"647\" cy=\"64\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"120\" cy=\"138\" r=\"3.0\" style=\"fill:rgb(60, 79, 195);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"720\" cy=\"197\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"329\" cy=\"184\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<text text-anchor=\"start\" x=\"176\" y=\"425\" font-size=\"10\">Bini (group)</text><text text-anchor=\"start\" x=\"451\" y=\"358\" font-size=\"10\">K-pop Star 2</text><text text-anchor=\"start\" x=\"493\" y=\"191\" font-size=\"10\">K-pop Star 6: The Last Chance</text><text text-anchor=\"start\" x=\"446\" y=\"305\" font-size=\"10\">K-pop Star 5</text><text text-anchor=\"start\" x=\"26\" y=\"292\" font-size=\"10\">Sorn (singer)</text><text text-anchor=\"start\" x=\"518\" y=\"166\" font-size=\"10\">Pinoy pop</text><text text-anchor=\"start\" x=\"496\" y=\"285\" font-size=\"10\">K-pop Star (season 1)</text><text text-anchor=\"start\" x=\"519\" y=\"520\" font-size=\"10\">List of songs in SingStar games (PlayStation 2)</text><text text-anchor=\"start\" x=\"389\" y=\"326\" font-size=\"10\">K-pop Star 3</text><text text-anchor=\"start\" x=\"377\" y=\"25\" font-size=\"10\">Shannon (South Korean singer)</text><text text-anchor=\"start\" x=\"286\" y=\"112\" font-size=\"10\">List of programmes broadcast by Star World</text><text text-anchor=\"start\" x=\"416\" y=\"260\" font-size=\"10\">K-pop Star</text><text text-anchor=\"start\" x=\"370\" y=\"288\" font-size=\"10\">K-pop Star 4</text><text text-anchor=\"start\" x=\"75\" y=\"370\" font-size=\"10\">Sam Hunt</text><text text-anchor=\"start\" x=\"265\" y=\"269\" font-size=\"10\">K-Pop Star Hunt</text><text text-anchor=\"start\" x=\"720\" y=\"361\" font-size=\"10\">Kim Woo-sung (singer)</text><text text-anchor=\"start\" x=\"524\" y=\"20\" font-size=\"10\">P1Harmony</text><text text-anchor=\"start\" x=\"40\" y=\"206\" font-size=\"10\">Mnet (TV channel)</text><text text-anchor=\"start\" x=\"653\" y=\"64\" font-size=\"10\">Kim So-hee (singer, born 1999)</text><text text-anchor=\"start\" x=\"126\" y=\"138\" font-size=\"10\">The Voice of the Philippines (season 1)</text><text text-anchor=\"start\" x=\"726\" y=\"197\" font-size=\"10\">Kriesha Chu</text><text text-anchor=\"start\" x=\"335\" y=\"184\" font-size=\"10\">Michelle Lee (singer)</text></svg>"
      ],
      "text/plain": [
       "<IPython.core.display.SVG object>"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nodes = community_df[community_df['community']==comm_idx[0]]['node'].values\n",
    "\n",
    "G_comm = G.subgraph(nodes)\n",
    "G_net_main = G_comm.copy() # we will run community detection off of this at the end\n",
    "\n",
    "draw_graph(nx.k_core(G_comm, 1), show_names=True, node_size=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "1a2d5e19",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Bini (group)\n",
      "K-Pop Star Hunt\n",
      "K-pop Star\n",
      "K-pop Star (season 1)\n",
      "K-pop Star 2\n",
      "K-pop Star 3\n",
      "K-pop Star 4\n",
      "K-pop Star 5\n",
      "K-pop Star 6: The Last Chance\n",
      "Kim So-hee (singer, born 1999)\n",
      "Kim Woo-sung (singer)\n",
      "Kriesha Chu\n",
      "List of programmes broadcast by Star World\n",
      "List of songs in SingStar games (PlayStation 2)\n",
      "Michelle Lee (singer)\n",
      "Mnet (TV channel)\n",
      "P1Harmony\n",
      "Pinoy pop\n",
      "Sam Hunt\n",
      "Shannon (South Korean singer)\n",
      "Sorn (singer)\n",
      "The Voice of the Philippines (season 1)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None]"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "netsci_nodes = [n for n in sorted(G_net_main.nodes)]\n",
    "[print(n) for n in netsci_nodes]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f9058293",
   "metadata": {},
   "source": [
    "## More Communities!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "fa7ba783",
   "metadata": {},
   "outputs": [
    {
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       "<circle cx=\"254\" cy=\"213\" r=\"3.0\" style=\"fill:rgb(247, 173, 143);stroke:black;stroke-width:1.0\"/>\n",
       "<text text-anchor=\"start\" x=\"333\" y=\"280\" font-size=\"10\">List of K-pop on the Billboard charts</text><text text-anchor=\"start\" x=\"241\" y=\"339\" font-size=\"10\">List of K-pop songs on the World Digital Song Sales chart</text><text text-anchor=\"start\" x=\"26\" y=\"285\" font-size=\"10\">Billboard Year-End Hot 100 singles of 1990</text><text text-anchor=\"start\" x=\"440\" y=\"286\" font-size=\"10\">List of K-pop songs on the Billboard Japan Hot 100</text><text text-anchor=\"start\" x=\"626\" y=\"219\" font-size=\"10\">Hot Stuff (Donna Summer song)</text><text text-anchor=\"start\" x=\"516\" y=\"339\" font-size=\"10\">Billboard K-Town</text><text text-anchor=\"start\" x=\"726\" y=\"241\" font-size=\"10\">Billboard (magazine)</text><text text-anchor=\"start\" x=\"374\" y=\"264\" font-size=\"10\">List of K-pop songs on the Billboard charts</text><text text-anchor=\"start\" x=\"345\" y=\"171\" font-size=\"10\">List of K-pop artists</text><text text-anchor=\"start\" x=\"571\" y=\"520\" font-size=\"10\">Billboard India Songs</text><text text-anchor=\"start\" x=\"245\" y=\"266\" font-size=\"10\">List of K-pop on the Billboard year-end charts</text><text text-anchor=\"start\" x=\"650\" y=\"340\" font-size=\"10\">List of Latin songs on the Billboard Hot 100</text><text text-anchor=\"start\" x=\"83\" y=\"97\" font-size=\"10\">2020s in music</text><text text-anchor=\"start\" x=\"354\" y=\"216\" font-size=\"10\">List of K-pop albums on the Billboard charts</text><text text-anchor=\"start\" x=\"682\" y=\"464\" font-size=\"10\">K-Town</text><text text-anchor=\"start\" x=\"320\" y=\"20\" font-size=\"10\">Billboard 200</text><text text-anchor=\"start\" x=\"418\" y=\"472\" font-size=\"10\">Billboard Japan Hot 100</text><text text-anchor=\"start\" x=\"135\" y=\"498\" font-size=\"10\">Cupid (Fifty Fifty song)</text><text text-anchor=\"start\" x=\"347\" y=\"326\" font-size=\"10\">Timeline of K-pop at Billboard</text><text text-anchor=\"start\" x=\"260\" y=\"213\" font-size=\"10\">Timeline of K-pop at Billboard in the 2020s</text></svg>"
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      "text/plain": [
       "<IPython.core.display.SVG object>"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nodes = community_df[community_df['community']==comm_idx[1]]['node'].values\n",
    "\n",
    "G_comm = G.subgraph(nodes)\n",
    "\n",
    "draw_graph(nx.k_core(G_comm, 1), show_names=True, node_size=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "e7004311",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2020s in music\n",
      "Billboard (magazine)\n",
      "Billboard 200\n",
      "Billboard India Songs\n",
      "Billboard Japan Hot 100\n",
      "Billboard K-Town\n",
      "Billboard Year-End Hot 100 singles of 1990\n",
      "Cupid (Fifty Fifty song)\n",
      "Hot Stuff (Donna Summer song)\n",
      "K-Town\n",
      "List of K-pop albums on the Billboard charts\n",
      "List of K-pop artists\n",
      "List of K-pop on the Billboard charts\n",
      "List of K-pop on the Billboard year-end charts\n",
      "List of K-pop songs on the Billboard Japan Hot 100\n",
      "List of K-pop songs on the Billboard charts\n",
      "List of K-pop songs on the World Digital Song Sales chart\n",
      "List of Latin songs on the Billboard Hot 100\n",
      "Timeline of K-pop at Billboard\n",
      "Timeline of K-pop at Billboard in the 2020s\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None]"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "[print(n) for n in sorted(G_comm.nodes)]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "f6df5bb6",
   "metadata": {},
   "outputs": [
    {
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       "<path stroke-width=\"0.5\" stroke=\"gray\" d=\"M 336 254 311 140\"/>\n",
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       "<circle cx=\"311\" cy=\"140\" r=\"3.0\" style=\"fill:rgb(155, 187, 254);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"336\" cy=\"254\" r=\"3.0\" style=\"fill:rgb(241, 203, 184);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"472\" cy=\"265\" r=\"3.0\" style=\"fill:rgb(179, 3, 38);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"387\" cy=\"520\" r=\"3.0\" style=\"fill:rgb(138, 173, 253);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"353\" cy=\"341\" r=\"3.0\" style=\"fill:rgb(208, 218, 233);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"422\" cy=\"20\" r=\"3.0\" style=\"fill:rgb(103, 136, 237);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"345\" cy=\"470\" r=\"3.0\" style=\"fill:rgb(134, 169, 252);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"66\" cy=\"238\" r=\"3.0\" style=\"fill:rgb(80, 107, 218);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"542\" cy=\"518\" r=\"3.0\" style=\"fill:rgb(82, 110, 220);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"238\" cy=\"197\" r=\"3.0\" style=\"fill:rgb(189, 210, 246);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"99\" cy=\"121\" r=\"3.0\" style=\"fill:rgb(80, 107, 218);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"376\" cy=\"142\" r=\"3.0\" style=\"fill:rgb(205, 217, 236);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"720\" cy=\"266\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"419\" cy=\"239\" r=\"3.0\" style=\"fill:rgb(227, 217, 211);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"20\" cy=\"422\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"625\" cy=\"83\" r=\"3.0\" style=\"fill:rgb(80, 107, 218);stroke:black;stroke-width:1.0\"/>\n",
       "<text text-anchor=\"start\" x=\"225\" y=\"450\" font-size=\"10\">Shin Eun-soo</text><text text-anchor=\"start\" x=\"607\" y=\"320\" font-size=\"10\">The Heirs</text><text text-anchor=\"start\" x=\"245\" y=\"298\" font-size=\"10\">Shin Hye-jeong</text><text text-anchor=\"start\" x=\"507\" y=\"131\" font-size=\"10\">Park Shin-won</text><text text-anchor=\"start\" x=\"317\" y=\"140\" font-size=\"10\">Song Hye-kyo</text><text text-anchor=\"start\" x=\"342\" y=\"254\" font-size=\"10\">Park Shin-hye filmography</text><text text-anchor=\"start\" x=\"478\" y=\"265\" font-size=\"10\">Park Shin-hye</text><text text-anchor=\"start\" x=\"393\" y=\"520\" font-size=\"10\">List of South Korean actresses</text><text text-anchor=\"start\" x=\"359\" y=\"341\" font-size=\"10\">Hwang Shin-hye</text><text text-anchor=\"start\" x=\"428\" y=\"20\" font-size=\"10\">List of awards and nominations received by Park Shin-hye</text><text text-anchor=\"start\" x=\"351\" y=\"470\" font-size=\"10\">Shin Eun-kyung</text><text text-anchor=\"start\" x=\"72\" y=\"238\" font-size=\"10\">Kang Hye-jung</text><text text-anchor=\"start\" x=\"548\" y=\"518\" font-size=\"10\">Park Kyung-hye</text><text text-anchor=\"start\" x=\"244\" y=\"197\" font-size=\"10\">Jung Shin-hye</text><text text-anchor=\"start\" x=\"105\" y=\"121\" font-size=\"10\">Divorce Attorney Shin</text><text text-anchor=\"start\" x=\"382\" y=\"142\" font-size=\"10\">Shin Hye-sun</text><text text-anchor=\"start\" x=\"726\" y=\"266\" font-size=\"10\">Doctor Slump (TV series)</text><text text-anchor=\"start\" x=\"425\" y=\"239\" font-size=\"10\">Shin-hye</text><text text-anchor=\"start\" x=\"26\" y=\"422\" font-size=\"10\">Hye-jeong</text><text text-anchor=\"start\" x=\"631\" y=\"83\" font-size=\"10\">Pinocchio (2014 TV series)</text></svg>"
      ],
      "text/plain": [
       "<IPython.core.display.SVG object>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nodes = community_df[community_df['community']==comm_idx[2]]['node'].values\n",
    "\n",
    "G_comm = G.subgraph(nodes)\n",
    "\n",
    "draw_graph(nx.k_core(G_comm, 1), show_names=True, node_size=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "e74c337d",
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Divorce Attorney Shin\n",
      "Doctor Slump (TV series)\n",
      "Hwang Shin-hye\n",
      "Hye-jeong\n",
      "Jung Shin-hye\n",
      "Kang Hye-jung\n",
      "List of South Korean actresses\n",
      "List of awards and nominations received by Park Shin-hye\n",
      "Park Kyung-hye\n",
      "Park Shin-hye\n",
      "Park Shin-hye filmography\n",
      "Park Shin-won\n",
      "Pinocchio (2014 TV series)\n",
      "Shin Eun-kyung\n",
      "Shin Eun-soo\n",
      "Shin Hye-jeong\n",
      "Shin Hye-sun\n",
      "Shin-hye\n",
      "Song Hye-kyo\n",
      "The Heirs\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None]"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "[print(n) for n in sorted(G_comm.nodes)]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "5976ee88",
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
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       "<path stroke-width=\"0.5\" stroke=\"gray\" d=\"M 391 274 591 345\"/>\n",
       "<path stroke-width=\"0.5\" stroke=\"gray\" d=\"M 391 274 606 247\"/>\n",
       "<path stroke-width=\"0.5\" stroke=\"gray\" d=\"M 720 78 488 191\"/>\n",
       "<path stroke-width=\"0.5\" stroke=\"gray\" d=\"M 391 274 201 274\"/>\n",
       "<path stroke-width=\"0.5\" stroke=\"gray\" d=\"M 563 168 497 250\"/>\n",
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       "<path stroke-width=\"0.5\" stroke=\"gray\" d=\"M 585 113 649 170\"/>\n",
       "<circle cx=\"201\" cy=\"274\" r=\"3.0\" style=\"fill:rgb(72, 96, 209);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"382\" cy=\"151\" r=\"3.0\" style=\"fill:rgb(105, 139, 239);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"606\" cy=\"247\" r=\"3.0\" style=\"fill:rgb(172, 200, 252);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"591\" cy=\"345\" r=\"3.0\" style=\"fill:rgb(92, 123, 229);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"542\" cy=\"20\" r=\"3.0\" style=\"fill:rgb(72, 96, 209);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"365\" cy=\"54\" r=\"3.0\" style=\"fill:rgb(92, 123, 229);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"720\" cy=\"78\" r=\"3.0\" style=\"fill:rgb(127, 162, 250);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"563\" cy=\"168\" r=\"3.0\" style=\"fill:rgb(210, 218, 231);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"391\" cy=\"274\" r=\"3.0\" style=\"fill:rgb(179, 3, 38);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"494\" cy=\"92\" r=\"3.0\" style=\"fill:rgb(176, 203, 251);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"363\" cy=\"520\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"166\" cy=\"464\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"488\" cy=\"191\" r=\"3.0\" style=\"fill:rgb(236, 210, 196);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"649\" cy=\"170\" r=\"3.0\" style=\"fill:rgb(210, 218, 231);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"585\" cy=\"495\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"20\" cy=\"247\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"497\" cy=\"250\" r=\"3.0\" style=\"fill:rgb(172, 200, 252);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"585\" cy=\"113\" r=\"3.0\" style=\"fill:rgb(193, 212, 244);stroke:black;stroke-width:1.0\"/>\n",
       "<text text-anchor=\"start\" x=\"207\" y=\"274\" font-size=\"10\">NCT 127 discography</text><text text-anchor=\"start\" x=\"388\" y=\"151\" font-size=\"10\">Golden Age (album)</text><text text-anchor=\"start\" x=\"612\" y=\"247\" font-size=\"10\">Universe (NCT album)</text><text text-anchor=\"start\" x=\"597\" y=\"345\" font-size=\"10\">Haechan</text><text text-anchor=\"start\" x=\"548\" y=\"20\" font-size=\"10\">Lee Tae-yong</text><text text-anchor=\"start\" x=\"371\" y=\"54\" font-size=\"10\">Mark Lee (singer)</text><text text-anchor=\"start\" x=\"726\" y=\"78\" font-size=\"10\">NCT DoJaeJung</text><text text-anchor=\"start\" x=\"569\" y=\"168\" font-size=\"10\">NCT (group)</text><text text-anchor=\"start\" x=\"397\" y=\"274\" font-size=\"10\">NCT 127</text><text text-anchor=\"start\" x=\"500\" y=\"92\" font-size=\"10\">NCT</text><text text-anchor=\"start\" x=\"369\" y=\"520\" font-size=\"10\">2 Baddies</text><text text-anchor=\"start\" x=\"172\" y=\"464\" font-size=\"10\">NCT 127 (EP)</text><text text-anchor=\"start\" x=\"494\" y=\"191\" font-size=\"10\">NCT discography</text><text text-anchor=\"start\" x=\"655\" y=\"170\" font-size=\"10\">NCT Dream</text><text text-anchor=\"start\" x=\"591\" y=\"495\" font-size=\"10\">Limitless (NCT 127 EP)</text><text text-anchor=\"start\" x=\"26\" y=\"247\" font-size=\"10\">List of NCT 127 concert tours</text><text text-anchor=\"start\" x=\"503\" y=\"250\" font-size=\"10\">NCT 2020 Resonance</text><text text-anchor=\"start\" x=\"591\" y=\"113\" font-size=\"10\">NCT New Team</text></svg>"
      ],
      "text/plain": [
       "<IPython.core.display.SVG object>"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nodes = community_df[community_df['community']==comm_idx[3]]['node'].values\n",
    "\n",
    "G_comm = G.subgraph(nodes)\n",
    "\n",
    "draw_graph(nx.k_core(G_comm, 1), show_names=True, node_size=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "4cf747cc",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2 Baddies\n",
      "Golden Age (album)\n",
      "Haechan\n",
      "Lee Tae-yong\n",
      "Limitless (NCT 127 EP)\n",
      "List of NCT 127 concert tours\n",
      "Mark Lee (singer)\n",
      "NCT\n",
      "NCT (group)\n",
      "NCT 127\n",
      "NCT 127 (EP)\n",
      "NCT 127 discography\n",
      "NCT 2020 Resonance\n",
      "NCT DoJaeJung\n",
      "NCT Dream\n",
      "NCT New Team\n",
      "NCT discography\n",
      "Universe (NCT album)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None]"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "[print(n) for n in sorted(G_comm.nodes)]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "6e03a80c",
   "metadata": {},
   "outputs": [
    {
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       "<circle cx=\"361\" cy=\"198\" r=\"3.0\" style=\"fill:rgb(244, 154, 123);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"166\" cy=\"520\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"594\" cy=\"44\" r=\"3.0\" style=\"fill:rgb(199, 214, 240);stroke:black;stroke-width:1.0\"/>\n",
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       "<circle cx=\"500\" cy=\"416\" r=\"3.0\" style=\"fill:rgb(82, 110, 220);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"399\" cy=\"250\" r=\"3.0\" style=\"fill:rgb(179, 3, 38);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"661\" cy=\"156\" r=\"3.0\" style=\"fill:rgb(163, 193, 254);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"300\" cy=\"330\" r=\"3.0\" style=\"fill:rgb(219, 220, 222);stroke:black;stroke-width:1.0\"/>\n",
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       "<circle cx=\"404\" cy=\"84\" r=\"3.0\" style=\"fill:rgb(227, 108, 84);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"454\" cy=\"87\" r=\"3.0\" style=\"fill:rgb(241, 203, 184);stroke:black;stroke-width:1.0\"/>\n",
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       "<circle cx=\"464\" cy=\"228\" r=\"3.0\" style=\"fill:rgb(182, 13, 40);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"20\" cy=\"195\" r=\"3.0\" style=\"fill:rgb(60, 79, 195);stroke:black;stroke-width:1.0\"/>\n",
       "<text text-anchor=\"start\" x=\"536\" y=\"128\" font-size=\"10\">List of South Korean girl groups</text><text text-anchor=\"start\" x=\"237\" y=\"149\" font-size=\"10\">Lists of musicians</text><text text-anchor=\"start\" x=\"367\" y=\"198\" font-size=\"10\">List of South Korean idol groups (2010s)</text><text text-anchor=\"start\" x=\"172\" y=\"520\" font-size=\"10\">Finger heart</text><text text-anchor=\"start\" x=\"600\" y=\"44\" font-size=\"10\">Simply K-Pop</text><text text-anchor=\"start\" x=\"726\" y=\"47\" font-size=\"10\">K-Pop World Festival</text><text text-anchor=\"start\" x=\"506\" y=\"416\" font-size=\"10\">G.o.d</text><text text-anchor=\"start\" x=\"405\" y=\"250\" font-size=\"10\">List of South Korean idol groups</text><text text-anchor=\"start\" x=\"667\" y=\"156\" font-size=\"10\">K-pop Cover Dance Festival</text><text text-anchor=\"start\" x=\"306\" y=\"330\" font-size=\"10\">History of Korean idols</text><text text-anchor=\"start\" x=\"467\" y=\"173\" font-size=\"10\">Korean idol</text><text text-anchor=\"start\" x=\"55\" y=\"20\" font-size=\"10\">List of doo-wop musicians</text><text text-anchor=\"start\" x=\"410\" y=\"84\" font-size=\"10\">List of South Korean idol groups (2000s)</text><text text-anchor=\"start\" x=\"460\" y=\"87\" font-size=\"10\">List of South Korean idol groups (2020s)</text><text text-anchor=\"start\" x=\"367\" y=\"143\" font-size=\"10\">List of South Korean boy bands</text><text text-anchor=\"start\" x=\"470\" y=\"228\" font-size=\"10\">List of South Korean idol groups (1990s)</text><text text-anchor=\"start\" x=\"26\" y=\"195\" font-size=\"10\">Forbes list of highest-earning musicians</text></svg>"
      ],
      "text/plain": [
       "<IPython.core.display.SVG object>"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nodes = community_df[community_df['community']==comm_idx[4]]['node'].values\n",
    "\n",
    "G_comm = G.subgraph(nodes)\n",
    "\n",
    "draw_graph(nx.k_core(G_comm, 1), show_names=True, node_size=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "d8e47fa1",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Finger heart\n",
      "Forbes list of highest-earning musicians\n",
      "G.o.d\n",
      "History of Korean idols\n",
      "K-Pop World Festival\n",
      "K-pop Cover Dance Festival\n",
      "Korean idol\n",
      "List of South Korean boy bands\n",
      "List of South Korean girl groups\n",
      "List of South Korean idol groups\n",
      "List of South Korean idol groups (1990s)\n",
      "List of South Korean idol groups (2000s)\n",
      "List of South Korean idol groups (2010s)\n",
      "List of South Korean idol groups (2020s)\n",
      "List of doo-wop musicians\n",
      "Lists of musicians\n",
      "Simply K-Pop\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None]"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "[print(n) for n in sorted(G_comm.nodes)]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "2aecda26",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<circle cx=\"613\" cy=\"43\" r=\"3.0\" style=\"fill:rgb(130, 165, 251);stroke:black;stroke-width:1.0\"/>\n",
       "<text text-anchor=\"start\" x=\"447\" y=\"85\" font-size=\"10\">List of musicals by composer: A to L</text><text text-anchor=\"start\" x=\"26\" y=\"426\" font-size=\"10\">List of punk rock bands, L–Z</text><text text-anchor=\"start\" x=\"74\" y=\"212\" font-size=\"10\">Long-running musical theatre productions</text><text text-anchor=\"start\" x=\"92\" y=\"110\" font-size=\"10\">List of Tony Award- and Olivier Award-winning musicals</text><text text-anchor=\"start\" x=\"623\" y=\"263\" font-size=\"10\">List of lists of lists</text><text text-anchor=\"start\" x=\"438\" y=\"200\" font-size=\"10\">List of musicals: M to Z</text><text text-anchor=\"start\" x=\"726\" y=\"503\" font-size=\"10\">Lists of violinists</text><text text-anchor=\"start\" x=\"267\" y=\"270\" font-size=\"10\">List of musicals: A to L</text><text text-anchor=\"start\" x=\"308\" y=\"154\" font-size=\"10\">Lists of musicals</text><text text-anchor=\"start\" x=\"502\" y=\"430\" font-size=\"10\">List of plays adapted into feature films</text><text text-anchor=\"start\" x=\"371\" y=\"20\" font-size=\"10\">List of composers of musicals</text><text text-anchor=\"start\" x=\"244\" y=\"520\" font-size=\"10\">Jessie Williams</text><text text-anchor=\"start\" x=\"619\" y=\"43\" font-size=\"10\">Lists of composers</text></svg>"
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       "<IPython.core.display.SVG object>"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nodes = community_df[community_df['community']==comm_idx[5]]['node'].values\n",
    "\n",
    "G_comm = G.subgraph(nodes)\n",
    "\n",
    "draw_graph(nx.k_core(G_comm, 1), show_names=True, node_size=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "68c9b254",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Jessie Williams\n",
      "List of Tony Award- and Olivier Award-winning musicals\n",
      "List of composers of musicals\n",
      "List of lists of lists\n",
      "List of musicals by composer: A to L\n",
      "List of musicals: A to L\n",
      "List of musicals: M to Z\n",
      "List of plays adapted into feature films\n",
      "List of punk rock bands, L–Z\n",
      "Lists of composers\n",
      "Lists of musicals\n",
      "Lists of violinists\n",
      "Long-running musical theatre productions\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[None, None, None, None, None, None, None, None, None, None, None, None, None]"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "[print(n) for n in sorted(G_comm.nodes)]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "91c8a460",
   "metadata": {},
   "outputs": [
    {
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       "<text text-anchor=\"start\" x=\"122\" y=\"74\" font-size=\"10\">Korea Drama Awards</text><text text-anchor=\"start\" x=\"26\" y=\"292\" font-size=\"10\">The Doctors (South Korean TV series)</text><text text-anchor=\"start\" x=\"351\" y=\"20\" font-size=\"10\">Full House (South Korean TV series)</text><text text-anchor=\"start\" x=\"361\" y=\"436\" font-size=\"10\">List of Korean dramas</text><text text-anchor=\"start\" x=\"726\" y=\"192\" font-size=\"10\">Shooting Stars (South Korean TV series)</text><text text-anchor=\"start\" x=\"315\" y=\"360\" font-size=\"10\">Kingdom (South Korean TV series)</text><text text-anchor=\"start\" x=\"110\" y=\"388\" font-size=\"10\">True Beauty (South Korean TV series)</text><text text-anchor=\"start\" x=\"606\" y=\"400\" font-size=\"10\">Behind Your Touch</text><text text-anchor=\"start\" x=\"213\" y=\"354\" font-size=\"10\">Faith (South Korean TV series)</text><text text-anchor=\"start\" x=\"145\" y=\"456\" font-size=\"10\">List of South Korean television series</text><text text-anchor=\"start\" x=\"371\" y=\"248\" font-size=\"10\">Korean drama</text><text text-anchor=\"start\" x=\"581\" y=\"62\" font-size=\"10\">History of Korean television drama</text><text text-anchor=\"start\" x=\"239\" y=\"520\" font-size=\"10\">Queen and I (South Korean TV series)</text></svg>"
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      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nodes = community_df[community_df['community']==comm_idx[6]]['node'].values\n",
    "\n",
    "G_comm = G.subgraph(nodes)\n",
    "\n",
    "draw_graph(nx.k_core(G_comm, 1), show_names=True, node_size=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "80c5d4e9",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Behind Your Touch\n",
      "Faith (South Korean TV series)\n",
      "Full House (South Korean TV series)\n",
      "History of Korean television drama\n",
      "Kingdom (South Korean TV series)\n",
      "Korea Drama Awards\n",
      "Korean drama\n",
      "List of Korean dramas\n",
      "List of South Korean television series\n",
      "Queen and I (South Korean TV series)\n",
      "Shooting Stars (South Korean TV series)\n",
      "The Doctors (South Korean TV series)\n",
      "True Beauty (South Korean TV series)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[None, None, None, None, None, None, None, None, None, None, None, None, None]"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "[print(n) for n in sorted(G_comm.nodes)]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "e9eaf993",
   "metadata": {},
   "outputs": [
    {
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     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "nodes = community_df[community_df['community']==comm_idx[7]]['node'].values\n",
    "\n",
    "G_comm = G.subgraph(nodes)\n",
    "\n",
    "draw_graph(nx.k_core(G_comm, 1), show_names=True, node_size=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "f1ff54e9",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Godfather\n",
      "Godfather (2022 film)\n",
      "Godfather (cocktail)\n",
      "Godfather of Harlem\n",
      "List of The Godfather characters\n",
      "The Godfather\n",
      "The Godfather (film series)\n",
      "The Godfather (novel)\n",
      "The Godfather Part II\n",
      "The Godfather Part III\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[None, None, None, None, None, None, None, None, None, None]"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "[print(n) for n in sorted(G_comm.nodes)]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "119f2612",
   "metadata": {},
   "outputs": [
    {
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       "<text text-anchor=\"start\" x=\"726\" y=\"291\" font-size=\"10\">Stay (I Missed You)</text><text text-anchor=\"start\" x=\"189\" y=\"431\" font-size=\"10\">Lisa Lisa</text><text text-anchor=\"start\" x=\"384\" y=\"20\" font-size=\"10\">Standing Outside a Broken Phone Booth with Money in My Hand</text><text text-anchor=\"start\" x=\"379\" y=\"520\" font-size=\"10\">Lisa (rapper)</text><text text-anchor=\"start\" x=\"629\" y=\"102\" font-size=\"10\">Money (disambiguation)</text><text text-anchor=\"start\" x=\"81\" y=\"262\" font-size=\"10\">Mona Lisa</text><text text-anchor=\"start\" x=\"97\" y=\"119\" font-size=\"10\">Mona Lisa (Nat King Cole song)</text><text text-anchor=\"start\" x=\"364\" y=\"284\" font-size=\"10\">Money (Lisa song)</text><text text-anchor=\"start\" x=\"569\" y=\"496\" font-size=\"10\">Lalisa (song)</text><text text-anchor=\"start\" x=\"26\" y=\"432\" font-size=\"10\">Lisa Marie Presley</text></svg>"
      ],
      "text/plain": [
       "<IPython.core.display.SVG object>"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nodes = community_df[community_df['community']==comm_idx[8]]['node'].values\n",
    "\n",
    "G_comm = G.subgraph(nodes)\n",
    "\n",
    "draw_graph(nx.k_core(G_comm, 1), show_names=True, node_size=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "925ecc42",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Lalisa (song)\n",
      "Lisa (rapper)\n",
      "Lisa Lisa\n",
      "Lisa Marie Presley\n",
      "Mona Lisa\n",
      "Mona Lisa (Nat King Cole song)\n",
      "Money (Lisa song)\n",
      "Money (disambiguation)\n",
      "Standing Outside a Broken Phone Booth with Money in My Hand\n",
      "Stay (I Missed You)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[None, None, None, None, None, None, None, None, None, None]"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "[print(n) for n in sorted(G_comm.nodes)]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "7d226f16",
   "metadata": {},
   "outputs": [
    {
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       "<circle cx=\"25\" cy=\"356\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"425\" cy=\"520\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"418\" cy=\"20\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"632\" cy=\"105\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"720\" cy=\"269\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
       "<circle cx=\"180\" cy=\"491\" r=\"3.0\" style=\"fill:rgb(58, 76, 192);stroke:black;stroke-width:1.0\"/>\n",
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       "<text text-anchor=\"start\" x=\"644\" y=\"433\" font-size=\"10\">Godmother (film)</text><text text-anchor=\"start\" x=\"372\" y=\"268\" font-size=\"10\">Godmother</text><text text-anchor=\"start\" x=\"184\" y=\"54\" font-size=\"10\">Cocaine Godmother</text><text text-anchor=\"start\" x=\"31\" y=\"356\" font-size=\"10\">Griselda Blanco</text><text text-anchor=\"start\" x=\"431\" y=\"520\" font-size=\"10\">Scary Godmother: The Revenge of Jimmy</text><text text-anchor=\"start\" x=\"424\" y=\"20\" font-size=\"10\">Scary Godmother</text><text text-anchor=\"start\" x=\"638\" y=\"105\" font-size=\"10\">Fairy godmother (disambiguation)</text><text text-anchor=\"start\" x=\"726\" y=\"269\" font-size=\"10\">Fairy godmother</text><text text-anchor=\"start\" x=\"186\" y=\"491\" font-size=\"10\">Fairy Godmother (Shrek)</text><text text-anchor=\"start\" x=\"26\" y=\"185\" font-size=\"10\">Scary Godmother: Halloween Spooktakular</text></svg>"
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   "source": [
    "nodes = community_df[community_df['community']==comm_idx[9]]['node'].values\n",
    "\n",
    "G_comm = G.subgraph(nodes)\n",
    "\n",
    "draw_graph(nx.k_core(G_comm, 1), show_names=True, node_size=3)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4657b956",
   "metadata": {},
   "source": [
    "# Ego Networks\n",
    "\n",
    "Ego Networks are very useful for seeing what nodes exists around a node of interest, and how they are connected. In this dataset, there is a lot of cross-linking from alter nodes (the outer nodes), so we have interesting ego networks to look at. This is not always the case, so it is nice."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "23adb57e",
   "metadata": {},
   "outputs": [
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      "text/plain": [
       "<IPython.core.display.SVG object>"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ego = nx.ego_graph(G, 'K-pop')\n",
    "\n",
    "draw_graph(ego, show_names=True, node_size=3, font_size=11, edge_width=0.2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "5201da58",
   "metadata": {},
   "outputs": [
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       "<IPython.core.display.SVG object>"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ego = nx.ego_graph(G, 'Blackpink', radius=2)\n",
    "\n",
    "draw_graph(ego, show_names=True, node_size=3, font_size=11, edge_width=0.2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "273a208f",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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