Prisoner's Dilemma on Real Social Networks: Revisited
arXiv:2004.06817
Abstract
Prisoner's Dilemma is a game theory model used to describe altruistic behavior seen in various populations. This theoretical game is important in understanding why a seemingly selfish strategy does persist and spread throughout a population that is mixing homogeneously at random. For a population with structure determined by social interactions, Prisoner's Dilemma brings to light certain requirements for the altruistic strategy to become established. Monte Carlo simulations of Prisoner's Dilemma are carried out using both simulated social networks and a dataset of a real social network. In both scenarios we confirm the requirements for the persistence of altruism in the population.
References in corpus (9)
- Social Structure of Facebook Networks
- Social games in a social network
- Cooperation and the Emergence of Role Differentiation in the Dynamics of Social Networks
- Dynamic instabilities induced by asymmetric influence: Prisoners' dilemma game on small-world networks
- Spatial prisoner's dilemma optimally played in small-world networks
- Spatial prisoner's dilemma game with volunteering in Newman-Watts small-world networks
- Evolutionary Prisoner's Dilemma on heterogeneous Newman-Watts small-world network
- Networking Effects on Cooperation in Evolutionary Snowdrift Game
- Emergence of synchronization induced by the interplay between two prisoner's dilemma games with volunteering in small-world networks