{ "cells": [ { "cell_type": "markdown", "id": "9c7373b1", "metadata": {}, "source": [ "# Agent-Based Model (ABM) for Democratic Backsliding\n", "\n", "Jochen Fromm, 2022" ] }, { "cell_type": "code", "execution_count": 1, "id": "9d789bf1", "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import numpy as np\n", "import random" ] }, { "cell_type": "markdown", "id": "c35b5b68", "metadata": {}, "source": [ "### The fitness" ] }, { "cell_type": "markdown", "id": "186090c2", "metadata": {}, "source": [ "Simple 2x2 payoff matrix for cooperation game" ] }, { "cell_type": "code", "execution_count": 2, "id": "82d8dc67", "metadata": {}, "outputs": [], "source": [ "PAYOFF = [2,0,0,2]" ] }, { "cell_type": "markdown", "id": "4b6b02b4", "metadata": {}, "source": [ "### The agents" ] }, { "cell_type": "markdown", "id": "8cdbcc2a", "metadata": {}, "source": [ "Agents have two properties, \"fitness\" and \"strategy\", and interact according to a standard 2x2 payoff matrix from evolutionary game theory. \"strategy\" can have two values, 1 for \"cooperators\" and 0 for \"critics\". In our case these two values mean cooperate with regime or criticize the regime (i.e. cooperate with opponents)." ] }, { "cell_type": "code", "execution_count": 3, "id": "768a1220", "metadata": {}, "outputs": [], "source": [ "COOPERATE = 1\n", "CRITICIZE = 0\n", "\n", "class Agent: \n", " def __init__(self, s):\n", " self.fitness = 0\n", " self.strategy = s\n", "\n", " def reset(self):\n", " self.fitness = 0\n", " \n", " def interact(self, opponent, PAYOFF):\n", " self.fitness += PAYOFF[self.strategy*2+opponent.strategy]" ] }, { "cell_type": "code", "execution_count": 4, "id": "164eba8d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Agent A fitness 2\n", "Agent B fitness 0\n", "Agent A fitness 2\n", "Agent c fitness 0\n", "Agent c fitness 2\n", "Agent d fitness 0\n" ] } ], "source": [ "a = Agent(0)\n", "b = Agent(0)\n", "c = Agent(1)\n", "d = Agent(1)\n", "a.interact(b, PAYOFF)\n", "print(\"Agent A fitness\", a.fitness)\n", "print(\"Agent B fitness\", b.fitness)\n", "a.interact(c, PAYOFF)\n", "print(\"Agent A fitness\", a.fitness)\n", "print(\"Agent c fitness\", c.fitness)\n", "c.interact(d, PAYOFF)\n", "print(\"Agent c fitness\", c.fitness)\n", "print(\"Agent d fitness\", d.fitness)" ] }, { "cell_type": "markdown", "id": "45c4f20a", "metadata": {}, "source": [ "### The Agent-Based Model" ] }, { "cell_type": "markdown", "id": "b0c6104f", "metadata": {}, "source": [ "In each generation agents which have fitness below average are eliminated because they are not well adapted to their environment (in our case for example because they are imprisoned or emigrate to avoid prison and persecution)" ] }, { "cell_type": "code", "execution_count": 5, "id": "1df63b4e", "metadata": {}, "outputs": [], "source": [ "class AgentBasedModel:\n", " def __init__(self, cooperators, critics, PAYOFF):\n", " self.cooperators = cooperators\n", " self.critics = critics\n", " self.state = 0\n", " self.model = []\n", " self.data = []\n", " self.PAYOFF = PAYOFF\n", " for x in range(self.cooperators): self.model.append(Agent(COOPERATE))\n", " for x in range(self.critics): self.model.append(Agent(CRITICIZE))\n", "\n", " def play(self):\n", " total_number = len(self.model)\n", " i1 = random.randint(0, total_number-1)\n", " i2 = i1\n", " while (i1 == i2):\n", " i2 = random.randint(0, total_number-1)\n", " agent1 = self.model[i1]\n", " agent2 = self.model[i2]\n", " agent1.interact(agent2, self.PAYOFF)\n", " agent2.interact(agent1, self.PAYOFF)\n", "\n", " def count_cooperators(self):\n", " cooperators = [1 for agent in self.model if agent.strategy == COOPERATE]\n", " return sum(cooperators)\n", "\n", " def avergate_fitness(self):\n", " fitness = [agent.fitness for agent in self.model]\n", " return sum(fitness) / (len(self.model) * 1.0)\n", "\n", " def new_generation(self, generation):\n", " total_number = len(self.model)\n", " avg_fitness = self.avergate_fitness()\n", " # print(\"avg_fitness\", avg_fitness) \n", " \n", " # eliminate agents which have fitness below average \n", " new_model = [Agent(agent.strategy) for agent in self.model if (agent.fitness > avg_fitness)]\n", " new_count = len(new_model)\n", " new_agents = total_number - new_count\n", " # msg = f\"New generation {generation}. {new_count} agents from {total_number} have replicated. {new_agents} new agents\"\n", " # print(msg)\n", " \n", " self.model = new_model\n", " for x in range(new_agents): \n", " i = random.randint(0, new_count-1)\n", " strategy = self.model[i].strategy\n", " self.model.append(Agent(strategy))\n", "\n", " def run(self, generation_time, timesteps):\n", " generation_no = 0\n", " generations = int(timesteps / generation_time) - 1\n", " self.data = np.arange(generations * 3).reshape(generations,3)\n", " for t in range(timesteps):\n", " self.play() \n", " self.state = self.count_cooperators() / len(self.model)\n", " \n", " if (t > 0) & ((t % generation_time) == 0):\n", " generation_no += 1\n", " self.new_generation(generation_no)\n", " self.data[generation_no-1] = np.array([t/30, generation_no, self.state * 100])\n", " # print(np.array([t, generation_no, self.state * 100]))" ] }, { "cell_type": "code", "execution_count": 6, "id": "4e6cae24", "metadata": {}, "outputs": [], "source": [ "initial_state = 42\n", "generation_time = 100\n", "timesteps = 1000\n", "generations = int(timesteps / generation_time) - 1\n", "model_runs = 20" ] }, { "cell_type": "code", "execution_count": 7, "id": "f7698f3d", "metadata": {}, "outputs": [], "source": [ "PAYOFF = [2,0,0,1]\n", "model_1_data = np.arange(model_runs*generations*3).reshape(model_runs, generations, 3)\n", "\n", "for n in range(model_runs):\n", " x = AgentBasedModel(initial_state, 100 - initial_state, PAYOFF)\n", " x.run(generation_time, timesteps) \n", " model_1_data[n] = x.data" ] }, { "cell_type": "code", "execution_count": 8, "id": "b2aa9826", "metadata": {}, "outputs": [], "source": [ "PAYOFF = [2,0,0,2]\n", "model_2_data = np.arange(model_runs*generations*3).reshape(model_runs, generations, 3)\n", "\n", "for n in range(model_runs):\n", " x = AgentBasedModel(initial_state, 100 - initial_state, PAYOFF)\n", " x.run(generation_time, timesteps) \n", " model_2_data[n] = x.data" ] }, { "cell_type": "code", "execution_count": 9, "id": "dcb78a60", "metadata": {}, "outputs": [], "source": [ "PAYOFF = [1,0,0,2]\n", "model_3_data = np.arange(model_runs*generations*3).reshape(model_runs, generations, 3)\n", "\n", "for n in range(model_runs):\n", " x = AgentBasedModel(initial_state, 100 - initial_state, PAYOFF)\n", " x.run(generation_time, timesteps) \n", " model_3_data[n] = x.data" ] }, { "cell_type": "code", "execution_count": 10, "id": "d032b8a0", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " Time Generation State\n", "0 3 1 42\n", "1 6 2 20\n", "2 10 3 0\n", "3 13 4 0\n", "4 16 5 0\n", "5 20 6 0\n", "6 23 7 0\n", "7 26 8 0\n", "8 30 9 0" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df = pd.DataFrame(model_1_data[0], columns=['Time', 'Generation', 'State'])\n", "df.head(10)" ] }, { "cell_type": "code", "execution_count": 11, "id": "1511751a", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "import matplotlib as mpl\n", "import matplotlib.pyplot as plt\n", "import matplotlib.ticker as mtick\n", "fig, ax = plt.subplots(1, 3, figsize=(14, 7), sharey=True)\n", "ax[0].yaxis.set_major_formatter(mtick.PercentFormatter(100,0))\n", "ax[0].set_ylabel(\"Fraction of autocracy supporters\")\n", "\n", "for n in range(model_runs):\n", " df = pd.DataFrame(model_1_data[n], columns=['Time', 'Generation', 'State'])\n", " ax[0].plot(df.Time, df.State, color=\"DarkGreen\")\n", " ax[0].scatter(df.Time, df.State, s=5, color=\"DarkGreen\")\n", " ax[0].axhline(y=66.7, color='black', linewidth=0.5)\n", " ax[0].set_xlabel(\"Time\")\n", "\n", " df = pd.DataFrame(model_2_data[n], columns=['Time', 'Generation', 'State'])\n", " ax[1].plot(df.Time, df.State, color=\"DarkGreen\")\n", " ax[1].scatter(df.Time, df.State, s=5, color=\"DarkGreen\")\n", " ax[1].axhline(y=50, color='black', linewidth=0.5)\n", " ax[1].set_xlabel(\"Time\")\n", "\n", " df = pd.DataFrame(model_3_data[n], columns=['Time', 'Generation', 'State'])\n", " ax[2].plot(df.Time, df.State, color=\"DarkGreen\")\n", " ax[2].scatter(df.Time, df.State, s=5, color=\"DarkGreen\")\n", " ax[2].axhline(y=33.3, color='black', linewidth=0.5)\n", " ax[2].set_xlabel(\"Time\")\n", "\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 12, "id": "caedb973", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(figsize=(12, 7))\n", "ax.yaxis.set_major_formatter(mtick.PercentFormatter(100,0))\n", "ax.set_ylabel(\"Fraction of autocracy supporters\")\n", "\n", "for n in range(model_runs):\n", " df = pd.DataFrame(model_2_data[n], columns=['Time', 'Generation', 'State'])\n", " ax.plot(df.Time, df.State, color=\"DarkGreen\")\n", " ax.scatter(df.Time, df.State, s=5, color=\"DarkGreen\")\n", " ax.axhline(y=50, color='black', linewidth=0.5)\n", " ax.set_xlabel(\"Time\")\n", "\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "id": "8d488609", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "7c4fd49f", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "matplotlib", "language": "python", "name": "matplotlib" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.7" } }, "nbformat": 4, "nbformat_minor": 5 }