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Regular version of the site

Article

On the geometric structures in evolutionary games on square and triangular lattices

Journal of Physics: Conference Series. 2019. Vol. 1290. No. 012027. P. 1-6.
Burovski E., Malyutin A., Shchur L.

We study a model of a spatial evolutionary game, based on the Prisoner’s dilemma
for two regular arrangements of players, on a square lattice and on a triangular lattice.
We analyze steady state distributions of players which evolve from irregular, random initial
configurations. We find significant differences between the square and triangular lattice, and we
characterize the geometric structures which emerge on the triangular lattice.