Matjaz Perc

TL;DR: To simulate more realistic cellular systems, the probability of stability/stabilization is not required to be a strict one, and some necessary and sufficient conditions are proposed via the semitensor product of matrices.

TL;DR: It is shown that a satisfactory answer can only be obtained by means of a complete stability analysis of subsystem solutions, and it is crucial that the competing subsystem solutions are characterised by a proper composition and spatiotemporal structure before the competition starts.

TL;DR: In this article, the authors proposed two different switching strategies, namely, peer switching that is based on peer punishment and peer exclusion, and pool switching based on pool punishment and pool exclusion.

TL;DR: In this article, the authors show that the introduction of monitoring and implicated punishment is indeed effective, as it transforms the public goods game to a coordination game, thus rendering cooperation viable in infinite and finite well-mixed populations.

TL;DR: In this paper, the authors use the prisoner's dilemma game as the mathematical model and show that considering several populations simultaneously give rise to fascinating spatiotemporal dynamics and pattern formation, and they reveal that considering the simultaneous presence of different populations significantly expands the complexity of evolutionary dynamics in structured populations, and it allow us to understand the stability of cooperation under adverse conditions that could never be bridged by network reciprocity alone.