{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "id": "Aj8r4ZB8gNCh" }, "outputs": [], "source": [ "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import datetime as dt\n", "import networkx as nx" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "id": "xnK0QZNdOyFz" }, "outputs": [], "source": [ "Data_IR2=pd.read_csv(\"/Users/abilash/Downloads/student746.csv\")" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "id": "5dzC30ESfINC" }, "outputs": [], "source": [ "Data_clean=Data_IR2[['Action Time','inst_book_section_exercise_id']].dropna(inplace=False)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "id": "cqQRhY9Gfo9T", "outputId": "75294d69-0dcd-4a09-e233-767b0669fdcb" }, "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>Action Time</th>\n", " <th>inst_book_section_exercise_id</th>\n", " </tr>\n", " </thead>\n", " <tbody>\n", " <tr>\n", " <th>0</th>\n", " <td>Away time: 15.0 sec</td>\n", " <td>893</td>\n", " </tr>\n", " <tr>\n", " <th>1</th>\n", " <td>Away time: 20.0 sec</td>\n", " <td>893</td>\n", " </tr>\n", " <tr>\n", " <th>2</th>\n", " <td>Away time: 23.0 sec</td>\n", " <td>893</td>\n", " </tr>\n", " <tr>\n", " <th>3</th>\n", " <td>Away time: 31.0 sec</td>\n", " <td>893</td>\n", " </tr>\n", " <tr>\n", " <th>4</th>\n", " <td>Reading time: 0.0 sec</td>\n", " <td>893</td>\n", " </tr>\n", " <tr>\n", " <th>5</th>\n", " <td>Reading time: 0.0 sec</td>\n", " <td>893</td>\n", " </tr>\n", " <tr>\n", " <th>6</th>\n", " <td>Reading time: 0.0 sec</td>\n", " <td>893</td>\n", " </tr>\n", " <tr>\n", " <th>7</th>\n", " <td>Reading time: 1.0 sec</td>\n", " <td>893</td>\n", " </tr>\n", " <tr>\n", " <th>8</th>\n", " <td>Reading time: 13.0 sec</td>\n", " <td>893</td>\n", " </tr>\n", " <tr>\n", " <th>9</th>\n", " <td>Reading time: 2.0 sec</td>\n", " <td>893</td>\n", " </tr>\n", " <tr>\n", " <th>10</th>\n", " <td>Reading time: 4.0 sec</td>\n", " <td>893</td>\n", " </tr>\n", " <tr>\n", " <th>11</th>\n", " <td>Reading time: 6.0 sec</td>\n", " <td>893</td>\n", " </tr>\n", " </tbody>\n", "</table>\n", "</div>" ], "text/plain": [ " Action Time inst_book_section_exercise_id\n", "0 Away time: 15.0 sec 893\n", "1 Away time: 20.0 sec 893\n", "2 Away time: 23.0 sec 893\n", "3 Away time: 31.0 sec 893\n", "4 Reading time: 0.0 sec 893\n", "5 Reading time: 0.0 sec 893\n", "6 Reading time: 0.0 sec 893\n", "7 Reading time: 1.0 sec 893\n", "8 Reading time: 13.0 sec 893\n", "9 Reading time: 2.0 sec 893\n", "10 Reading time: 4.0 sec 893\n", "11 Reading time: 6.0 sec 893" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Data_clean" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "id": "VGmBQ5CZk5UX" }, "outputs": [], "source": [ "def organise_labels(x):\n", " task=[]\n", " times=[]\n", " for element in x:\n", " if ':' in element:\n", " task.append(element.split(':')[0])\n", " times.append(float(element.split(':')[1].replace('seconds',' ').replace('sec','').strip()))\n", " else:\n", " task.append('unknown')\n", " times.append(float(element.replace('seconds','').replace('secs','').strip()))\n", "\n", " task_list=list(set(task))\n", " tasks_dict=dict()\n", " for i in range(len(times)):\n", " if task[i] in tasks_dict.keys():\n", " tasks_dict[task[i]].append(times[i])\n", " else:\n", " tasks_dict[task[i]]=[times[i]]\n", " formatted_str=[]\n", "\n", " for taskname in tasks_dict.keys():\n", " formatted_str.append(taskname +':'+ str(round(np.mean(tasks_dict[taskname]),2)) + 'seconds')\n", " return ('\\n'.join(formatted_str))" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "id": "NtdeSbEUPgWV" }, "outputs": [], "source": [ "def graph_building(Data_IR):\n", " Data_IR.loc[:,\"old_task_id\"]=Data_IR.inst_book_section_exercise_id.shift(1)\n", " Data_IR.loc[0,'old_task_id']=int(0)\n", " \n", " MG = nx.MultiDiGraph() \n", " G=nx.from_pandas_edgelist(Data_IR, source='old_task_id', target='inst_book_section_exercise_id',create_using=nx.DiGraph())\n", " event_list=[]\n", " for edge in G.edges:\n", " event_list.append(edge[0])\n", " event_list.append(edge[1])\n", " EV=sorted(list(set(event_list)))\n", " n=len(EV)\n", "\n", " MG.add_nodes_from(EV)\n", " p=np.ceil(n**0.5)\n", " for edge in G.edges:\n", " L=[]\n", " DF=Data_IR.loc[(Data_IR.old_task_id==edge[0])&(Data_IR.inst_book_section_exercise_id==edge[1]),[\"Action Time\"]]\n", " if DF.shape[0]==1:\n", " L.append((edge[0],edge[1],dict(act_time=str(DF['Action Time'].values[0]))))\n", " else:\n", " L.append((edge[0],edge[1],dict(act_time=organise_labels(DF['Action Time'].values))))\n", " MG.add_edges_from(L)\n", " \n", " labelPosDict=dict()\n", " nodePosDict =dict()\n", " for i in range(n):\n", " labelPosDict[EV[i]]=[p*(i//p),i%p]\n", " nodePosDict[EV[i]]=[p*(i//p),i%p]\n", " \n", " plt.figure(figsize=(22, 10), dpi=600)\n", " auto_pos=nx.spring_layout(MG)\n", " labels=dict([((u,v),d['act_time']) for u,v,d in MG.edges(data=True)])\n", " nx.draw_networkx_edge_labels(MG,pos=labelPosDict, edge_labels=labels)\n", " nx.draw(MG,with_labels=True, pos=nodePosDict,node_color=\"orange\",\n", " node_size=2500, alpha=0.3, font_weight=\"bold\", font_size=12, arrows=True,\n", " connectionstyle='arc3, rad=0.2',edge_color='green', width=4)\n", " \n", " plt.axis('on')\n", " plt.savefig('activity_chart.png')" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "colab": { "base_uri": 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"text/plain": [ "<Figure size 13200x6000 with 1 Axes>" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph_building(Data_clean)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "colab": { "provenance": [] }, "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.8" } }, "nbformat": 4, "nbformat_minor": 1 }