|
{"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"name":"Untitled0.ipynb","provenance":[],"authorship_tag":"ABX9TyM0ddfsei1qq14OInyayGof"},"kernelspec":{"name":"python3","display_name":"Python 3"},"language_info":{"name":"python"}},"cells":[{"cell_type":"code","execution_count":1,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"FodWVxwnQsoO","executionInfo":{"status":"ok","timestamp":1651554696872,"user_tz":-480,"elapsed":4864,"user":{"displayName":"ming li","userId":"14148720490428311514"}},"outputId":"1bfdd089-bcfb-4a03-c212-92e9012af972"},"outputs":[{"output_type":"stream","name":"stdout","text":["Drive already mounted at /content/drive; to attempt to forcibly remount, call drive.mount(\"/content/drive\", force_remount=True).\n"]}],"source":["from google.colab import drive\n","drive.mount('/content/drive')\n","import os"]},{"cell_type":"code","source":["!pip install igraph"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"egxxstKlUbBI","executionInfo":{"status":"ok","timestamp":1651554700151,"user_tz":-480,"elapsed":3284,"user":{"displayName":"ming li","userId":"14148720490428311514"}},"outputId":"5df62be8-958e-4791-a28f-130dc242d32a"},"execution_count":2,"outputs":[{"output_type":"stream","name":"stdout","text":["Requirement already satisfied: igraph in /usr/local/lib/python3.7/dist-packages (0.9.10)\n","Requirement already satisfied: texttable>=1.6.2 in /usr/local/lib/python3.7/dist-packages (from igraph) (1.6.4)\n"]}]},{"cell_type":"code","source":["from igraph import *"],"metadata":{"id":"_TvuaXmsU2Nm","executionInfo":{"status":"ok","timestamp":1651554700151,"user_tz":-480,"elapsed":7,"user":{"displayName":"ming li","userId":"14148720490428311514"}}},"execution_count":3,"outputs":[]},{"cell_type":"code","source":["target = 'IssueCommentEvent'\n","path = '/content/drive/My Drive/social_computing/data/'+ target + '.txt'"],"metadata":{"id":"ycxti9acRYLt","executionInfo":{"status":"ok","timestamp":1651555382584,"user_tz":-480,"elapsed":544,"user":{"displayName":"ming li","userId":"14148720490428311514"}}},"execution_count":38,"outputs":[]},{"cell_type":"code","source":["f = open(path, encoding = \"utf-8\")\n","file_data = f.readlines()\n","print(len(file_data))"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"wA2YbybDRvXs","executionInfo":{"status":"ok","timestamp":1651555383214,"user_tz":-480,"elapsed":3,"user":{"displayName":"ming li","userId":"14148720490428311514"}},"outputId":"c2369efd-3f18-448f-a04f-7626d4670b43"},"execution_count":39,"outputs":[{"output_type":"stream","name":"stdout","text":["138808\n"]}]},{"cell_type":"code","source":["node_ids = []\n","for x in range(len(file_data)//2-1):\n"," pair = file_data[x*2+1].strip('\\n').split(' ')[1:]\n"," l = len(pair)\n"," for i in range(l-1):\n"," node_ids.append(int(pair[i]))\n","node_ids = list(set(node_ids))"],"metadata":{"id":"m_4GQ8gbPG5Y","executionInfo":{"status":"ok","timestamp":1651555384802,"user_tz":-480,"elapsed":1,"user":{"displayName":"ming li","userId":"14148720490428311514"}}},"execution_count":40,"outputs":[]},{"cell_type":"code","source":["node_ids.sort()\n","print(node_ids[:100])"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"waEiQx0SPdAz","executionInfo":{"status":"ok","timestamp":1651555385317,"user_tz":-480,"elapsed":2,"user":{"displayName":"ming li","userId":"14148720490428311514"}},"outputId":"2ede948d-48ae-4f43-d015-fda6061094f9"},"execution_count":41,"outputs":[{"output_type":"stream","name":"stdout","text":["[27, 28, 68, 130, 144, 363, 426, 507, 912, 966, 1032, 1252, 1462, 1734, 1904, 2019, 2376, 2548, 2727, 2747, 3045, 3282, 3287, 3314, 3542, 4016, 4048, 4828, 5266, 5497, 5625, 5954, 6040, 6094, 6133, 6738, 7050, 7497, 7661, 8393, 8514, 8970, 9302, 9525, 9664, 9823, 9980, 10664, 10865, 10910, 11137, 11493, 11572, 11573, 11598, 12494, 13677, 13992, 14507, 14603, 15257, 15293, 15422, 15435, 16267, 16309, 16667, 17409, 17504, 18027, 18294, 18639, 19355, 19438, 20669, 20693, 20724, 20954, 21653, 21829, 21950, 22361, 22601, 22826, 23393, 23513, 23647, 23715, 23892, 23916, 23931, 24954, 25348, 26288, 26554, 27039, 27372, 27412, 28039, 28438]\n"]}]},{"cell_type":"code","source":["# one to one map\n","id_map1 = dict()\n","id_map2 = dict()\n","for i in range(len(node_ids)):\n"," id_map1[str(i)] = node_ids[i]\n"," id_map2[str(node_ids[i])] = i"],"metadata":{"id":"ULIoErBoPmzO","executionInfo":{"status":"ok","timestamp":1651555385318,"user_tz":-480,"elapsed":2,"user":{"displayName":"ming li","userId":"14148720490428311514"}}},"execution_count":42,"outputs":[]},{"cell_type":"code","source":["# If we simply feed all pairs rudely into grah, there will be too many nodes which can cause session crash\n","# we decide to create a dictionary to store ids of nodes having at least one edge, and we redifine these nodes' ids\n","temp = 0\n","node_pairs = []\n","for x in range(len(file_data)//2-1):\n"," pair = file_data[x*2+1].strip('\\n').split(' ')[1:]\n"," if temp%50000==0:\n"," node_pairs = list(set(node_pairs))\n"," print(temp)\n"," temp = temp + 1\n"," l = len(pair)\n"," for i in range(l-1):\n"," for j in range(i+1, l-1):\n"," first, second = pair[i], pair[j]\n"," node_pairs.append((id_map2[first],id_map2[second]))"],"metadata":{"id":"Wtvh9yJRWMR5","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1651555387334,"user_tz":-480,"elapsed":2018,"user":{"displayName":"ming li","userId":"14148720490428311514"}},"outputId":"622496a4-74ef-41a2-d326-e84cf31be6c9"},"execution_count":43,"outputs":[{"output_type":"stream","name":"stdout","text":["0\n","50000\n"]}]},{"cell_type":"code","source":["node_pairs = list(set(node_pairs))"],"metadata":{"id":"WOlNBikRZMEq","executionInfo":{"status":"ok","timestamp":1651555387334,"user_tz":-480,"elapsed":6,"user":{"displayName":"ming li","userId":"14148720490428311514"}}},"execution_count":44,"outputs":[]},{"cell_type":"code","source":["print(f\"# node pairs:{len(node_pairs)}\")\n","print(f\"# node ids:{len(node_ids)}\")"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"bqVKDRUCa4k8","executionInfo":{"status":"ok","timestamp":1651555387334,"user_tz":-480,"elapsed":5,"user":{"displayName":"ming li","userId":"14148720490428311514"}},"outputId":"27b92c55-051e-4538-a85e-4b68d4c8bff3"},"execution_count":45,"outputs":[{"output_type":"stream","name":"stdout","text":["# node pairs:746445\n","# node ids:75728\n"]}]},{"cell_type":"code","source":["g = Graph(node_pairs)"],"metadata":{"id":"IVsNbDpuSABP","executionInfo":{"status":"ok","timestamp":1651555387986,"user_tz":-480,"elapsed":5,"user":{"displayName":"ming li","userId":"14148720490428311514"}}},"execution_count":46,"outputs":[]},{"cell_type":"code","source":["Degree = g.degree()"],"metadata":{"id":"Y9ZQzkrJSzcc","executionInfo":{"status":"ok","timestamp":1651555387986,"user_tz":-480,"elapsed":5,"user":{"displayName":"ming li","userId":"14148720490428311514"}}},"execution_count":47,"outputs":[]},{"cell_type":"code","source":["for i in range(10):\n"," index = Degree.index(max(Degree))\n"," print(id_map1[str(index)], '|','|',Degree[index])\n"," Degree[index] = 0"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"4eXwbKKV9_7X","executionInfo":{"status":"ok","timestamp":1651555387986,"user_tz":-480,"elapsed":5,"user":{"displayName":"ming li","userId":"14148720490428311514"}},"outputId":"618dff17-dd5f-4ea6-a6ee-d790459a169f"},"execution_count":48,"outputs":[{"output_type":"stream","name":"stdout","text":["321278 | | 2306\n","27193779 | | 1808\n","206084 | | 1738\n","7691631 | | 1698\n","3228505 | | 1551\n","10270250 | | 1390\n","11061773 | | 1317\n","1420493 | | 1255\n","24560307 | | 1139\n","9384267 | | 1108\n"]}]},{"cell_type":"code","source":["import matplotlib.pyplot as plt\n","import numpy as np\n","plt.rcParams.update({'font.size': 25})\n","degrees = g.degree()\n","x = [x for x in range(max(degrees)+1)]\n","degree_counts = [0 for x in range(max(degrees)+1)]\n","\n","for i in degrees:\n"," degree_counts[i] += 1\n","\n","\n","plt.figure(figsize=(40,10))\n","plt.loglog(x, degree_counts, linewidth=3.0)\n","plt.ylabel('Number of vertices having the given degree')\n","plt.xlabel('Degree')\n","plt.title('Degree Distribution of Vertices in the CiteSeer Graph')\n","\n","plt.grid(True)\n","\n","plt.show()\n","plt.draw()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":363},"id":"0FwFBZzjCYDT","executionInfo":{"status":"ok","timestamp":1651555389850,"user_tz":-480,"elapsed":1867,"user":{"displayName":"ming li","userId":"14148720490428311514"}},"outputId":"7a694a79-7fa5-4dcf-c0e7-7a4934af5c52"},"execution_count":49,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 2880x720 with 1 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size 432x288 with 0 Axes>"]},"metadata":{}}]},{"cell_type":"code","source":["rank = g.pagerank(directed=False)"],"metadata":{"id":"z8hpn7ZoeE-t","executionInfo":{"status":"ok","timestamp":1651555389851,"user_tz":-480,"elapsed":9,"user":{"displayName":"ming li","userId":"14148720490428311514"}}},"execution_count":50,"outputs":[]},{"cell_type":"code","source":["for i in range(10):\n"," index = rank.index(max(rank))\n"," print(id_map1[str(index)],'|','|', rank[index]*10000)\n"," rank[index] = 0"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"gx-nRA8NEbtG","executionInfo":{"status":"ok","timestamp":1651555389851,"user_tz":-480,"elapsed":8,"user":{"displayName":"ming li","userId":"14148720490428311514"}},"outputId":"2de173b8-83d8-4236-eef8-10df75c81f91"},"execution_count":51,"outputs":[{"output_type":"stream","name":"stdout","text":["321278 | | 12.836063163558814\n","206084 | | 12.182129136487386\n","7691631 | | 11.334998174029815\n","3228505 | | 9.581670921929092\n","27193779 | | 9.34194119126938\n","1420493 | | 8.09320255471226\n","10270250 | | 7.689296222718188\n","11061773 | | 6.591542444737357\n","19872456 | | 6.071249344805698\n","9384267 | | 5.9682403291913655\n"]}]},{"cell_type":"code","source":["degrees = g.degree()\n","rank = g.pagerank(directed=False)\n","final_de = []\n","final_ra = []\n","for i in range(10000):\n"," index = (rank.index(max(rank)))\n"," final_ra.append(id_map1[str(index)])\n"," rank[index] = 0\n"," index = (degrees.index(max(degrees)))\n"," final_de.append(id_map1[str(index)])\n"," degrees[index] = 0\n"],"metadata":{"id":"uXgp5T2GHKk_","executionInfo":{"status":"ok","timestamp":1651555433279,"user_tz":-480,"elapsed":43434,"user":{"displayName":"ming li","userId":"14148720490428311514"}}},"execution_count":52,"outputs":[]},{"cell_type":"code","source":["import numpy as np\n","np.save(target+'_degree.npy', final_de)\n","np.save(target+'_rank.npy', final_ra)"],"metadata":{"id":"Vu6Kzwq1Hyvo","executionInfo":{"status":"ok","timestamp":1651555433280,"user_tz":-480,"elapsed":24,"user":{"displayName":"ming li","userId":"14148720490428311514"}}},"execution_count":53,"outputs":[]},{"cell_type":"code","source":[""],"metadata":{"id":"Qo6ANanGIYPq","executionInfo":{"status":"ok","timestamp":1651555259074,"user_tz":-480,"elapsed":9,"user":{"displayName":"ming li","userId":"14148720490428311514"}}},"execution_count":37,"outputs":[]}]}
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