mltm_cogsnet.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "fcc496bb",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-29T07:30:54.160012Z",
     "start_time": "2023-09-29T07:30:54.143186Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "C:\\Users\\DSERWATA\\Priv\\_phd\\workspace\\bdma-experiments\\submodules\\network_diffusion\n"
     ]
    }
   ],
   "source": [
    "cd submodules/network_diffusion/"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "7805005c",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-29T07:30:57.825244Z",
     "start_time": "2023-09-29T07:30:54.803468Z"
    }
   },
   "outputs": [],
   "source": [
    "import network_diffusion as nd\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import pickle\n",
    "\n",
    "from tqdm import tqdm\n",
    "from utils import functions, models, networks\n",
    "\n",
    "%load_ext autoreload\n",
    "%autoreload 2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "3f9f2dbb",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-29T07:31:00.079860Z",
     "start_time": "2023-09-29T07:30:59.715309Z"
    }
   },
   "outputs": [],
   "source": [
    "functions.set_seed(42)\n",
    "\n",
    "# the path to events\n",
    "dataset_name = 'manufacturing-sample'\n",
    "path_events = \"network_diffusion/tests/data/\" + dataset_name + \".csv\"\n",
    "delimiter = \";\"\n",
    "\n",
    "# as per the initial CogSNet paper (\"Social Networks through the Prism of Cognition\")\n",
    "# these parameters performed relatively well\n",
    "forgetting_type = \"exponential\"\n",
    "snapshot_interval = 24\n",
    "edge_lifetime = 7\n",
    "mu = 0.8\n",
    "theta = 0.1\n",
    "units = 3600"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "84b9ea01",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-29T07:31:14.161178Z",
     "start_time": "2023-09-29T07:31:01.672554Z"
    }
   },
   "outputs": [],
   "source": [
    "temporal_network = nd.TemporalNetwork.from_cogsnet(\n",
    "            forgetting_type,\n",
    "            snapshot_interval,\n",
    "            edge_lifetime,\n",
    "            mu,\n",
    "            theta,\n",
    "            units,\n",
    "            path_events,\n",
    "            delimiter)\n",
    "temporal_network = functions.preprocess_temporal_network(temporal_network, theta)\n",
    "\n",
    "static_network = functions.create_static_network(path_events, delimiter)\n",
    "static_network = nd.TemporalNetwork.from_nx_layers(55 * [static_network])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "a4b8a179",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-29T07:38:40.837329Z",
     "start_time": "2023-09-29T07:31:15.793864Z"
    },
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    }
   ],
   "source": [
    "N_REPETITIONS = 100\n",
    "\n",
    "seeding_budget_active = [1, 5, 15, 25, 50]\n",
    "mi_values = [0.05, 0.1, 0.15, 0.20, 0.25, 0.50]\n",
    "\n",
    "results = []\n",
    "for seeding_budget in seeding_budget_active:\n",
    "    for mi in mi_values:\n",
    "        results_temporal = []\n",
    "        results_static = []\n",
    "        for i in tqdm(range(N_REPETITIONS)):\n",
    "            mltm = nd.models.MLTModel(\n",
    "                protocol=\"AND\",\n",
    "                seed_selector=nd.seeding.RandomSeedSelector(),\n",
    "                seeding_budget=(100-seeding_budget, seeding_budget),\n",
    "                mi_value=mi,\n",
    "            )\n",
    "\n",
    "            # define simulators for temporal (CogSNet) and static networks (where static has huge edge lifetime)\n",
    "            experiment_temporal = nd.Simulator(model=mltm, network=temporal_network)\n",
    "            experiment_static = nd.Simulator(model=mltm, network=static_network)\n",
    "\n",
    "            # run the experiments\n",
    "            result_cogsnet = experiment_temporal.perform_propagation(n_epochs=54, patience=1)\n",
    "            results_temporal.append(result_cogsnet)\n",
    "            result_static = experiment_static.perform_propagation(n_epochs=54, patience=1)\n",
    "            results_static.append(result_static)\n",
    "\n",
    "        epochs, start_0, start_1, final_0, final_1 = functions.get_metrics(results_temporal)\n",
    "        results.append([dataset_name, 'Temporal', mi, seeding_budget, epochs, start_0, start_1, final_0, final_1])\n",
    "\n",
    "        epochs, start_0, start_1, final_0, final_1 = functions.get_metrics(results_static)\n",
    "        results.append([dataset_name, 'Static', mi, seeding_budget, epochs, start_0, start_1, final_0, final_1])\n",
    "\n",
    "        with open('../../mltm_cogsnet/results/' + dataset_name + '-CogSNet-' + str(mi) + '-' + str(seeding_budget) + '.pickle', 'wb') as results_temporal_file:\n",
    "            pickle.dump(results_temporal, results_temporal_file)\n",
    "\n",
    "        with open('../../mltm_cogsnet/results/' + dataset_name + '-Static-' + str(mi) + '-' + str(seeding_budget) + '.pickle', 'wb') as results_static_file:\n",
    "            pickle.dump(results_static, results_static_file)\n",
    "                \n",
    "results_df = pd.DataFrame(results, columns=['dataset', 'method', 'mi', 'budget', 'epochs', 'start_0', 'start_1', 'final_0', 'final_1'])\n",
    "results_df.to_csv('../../mltm_cogsnet/results/experiment_results.csv')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "fec3efbd",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-29T07:38:44.990024Z",
     "start_time": "2023-09-29T07:38:43.398305Z"
    }
   },
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1200x600 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "functions.visualize_results_as_heatmap(\n",
    "    results_df,\n",
    "    index='mi',\n",
    "    columns='budget',\n",
    "    values='final_1',\n",
    "    title='Comparison of MLTM diffusion process outcomes for temporal and static networks',\n",
    "    colorbar_label='Final fraction of affected nodes',\n",
    "    x_label='Seeding budget value (in %)',\n",
    "    y_label='Mi value'\n",
    ")"
   ]
  }
 ],
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