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Evolutionary prisoner's dilemma game on a square lattice
A simplified prisoner's game is studied on a square lattice when the players interacting with their neighbors can follow two strategies: to cooperate $(C)$ or to defect $(D)$ unconditionally. The…
Phase transitions and volunteering in spatial public goods games.
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Evolutionary Establishment of Moral and Double Moral Standards through Spatial Interactions
- D. Helbing, A. Szolnoki, M. Perc, G. Szabó
- BiologyPLoS Comput. Biol.
- 16 March 2010
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Game theory and physics
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Sesquilinear-orthogonally quadratic mappings
- G. Szabó
- Mathematics
- 1 December 1990
SummaryThe conditional Jordan-von Neumann functional equation for a mappingG: (X, +, ⊥) → (Y, +), that is,G(x + y) + G(x−y) = 2G(x) + 2G(y) for allx, y ∈ X withx ⊥ y, was first studied by Vajzović in…
On orthogonally additive mappings, IV
SummaryThe conditional Cauchy functional equationF: (X, +, ⊥) → (Y, +), F(x + y) = F(x) + F(y) x, y ∈ X, x ⊥ y, has first been studied under regularity (mainly continuity and boundedness) conditions…
Phase Diagrams for the Spatial Public Goods Game with Pool-Punishment
- A. Szolnoki, G. Szabó, M. Perc
- EconomicsPhysical review. E, Statistical, nonlinear, and…
- 3 February 2011
The efficiency of institutionalized punishment is studied by evaluating the stationary states in the spatial public goods game comprising unconditional defectors, cooperators, and cooperating pool…
Evolutionary prisoner's dilemma games with voluntary participation.
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