<p>Fraction of cooperators in every round of the three parts of the experiment (in the first and the last ones players remain in the same node of the lattice along the whole experiment, whereas in the control part players are shuffled every round). Players are arranged in a lattice with periodic boundary conditions, and play a PD game with each of its 8 surrounding neighbors in the lattice. With the notation C for cooperation, D for defection, and for the payoff obtained by a player who plays X against an opponent who plays Y, the payoff matrix of each of these PD games is cents of a euro, cents, cents, and cents. These payoffs conform a <i>weak</i> PD game —the most favorable to promote cooperation— because . This setup is entirely s...
<p>This depicts the fraction of cooperators in dependence on the cost-to-benefit ratio <i>r</i> for...
Coordination games have multiple Nash equilibria (i.e., sets of strategies which are best responses ...
The evolution of cooperation is an enduring conundrum in biology and the social sciences. Two social...
<p>(A) Mean time courses of the actual probability of cooperation, . The lines represent the actual ...
<p>Here, pink nodes denote cooperators and blue nodes denote defectors. All the two top nodes’ frien...
<p>The limit recovers the neutral process (no interactions) whereas for individuals hardly update ...
The evolution of cooperation is studied in lattice-structured populations, in which each individual ...
<p>(left) Dependence of the fraction of cooperators on the dilemma strength for various values of ...
<p>Left panel depicts the density of cooperators in dependence on the fract...
<p>The panels for the first two rows denote the distribution of cooperators and defectors for the up...
tIncorporating Local Competition into the PD In the PD game, two individuals interact with each othe...
The density of strategies who play up with cooperators u(C), down with cooperators d(C), up with def...
<p>(left) Dependence of on for various values of (see legend) for on a square lattice. (right) ...
We study the evolutionary Prisoner's Dilemma game among individuals endowed with adaptively int...
We study the evolutionary Prisoner's Dilemma game among individuals endowed with adaptively inte...
<p>This depicts the fraction of cooperators in dependence on the cost-to-benefit ratio <i>r</i> for...
Coordination games have multiple Nash equilibria (i.e., sets of strategies which are best responses ...
The evolution of cooperation is an enduring conundrum in biology and the social sciences. Two social...
<p>(A) Mean time courses of the actual probability of cooperation, . The lines represent the actual ...
<p>Here, pink nodes denote cooperators and blue nodes denote defectors. All the two top nodes’ frien...
<p>The limit recovers the neutral process (no interactions) whereas for individuals hardly update ...
The evolution of cooperation is studied in lattice-structured populations, in which each individual ...
<p>(left) Dependence of the fraction of cooperators on the dilemma strength for various values of ...
<p>Left panel depicts the density of cooperators in dependence on the fract...
<p>The panels for the first two rows denote the distribution of cooperators and defectors for the up...
tIncorporating Local Competition into the PD In the PD game, two individuals interact with each othe...
The density of strategies who play up with cooperators u(C), down with cooperators d(C), up with def...
<p>(left) Dependence of on for various values of (see legend) for on a square lattice. (right) ...
We study the evolutionary Prisoner's Dilemma game among individuals endowed with adaptively int...
We study the evolutionary Prisoner's Dilemma game among individuals endowed with adaptively inte...
<p>This depicts the fraction of cooperators in dependence on the cost-to-benefit ratio <i>r</i> for...
Coordination games have multiple Nash equilibria (i.e., sets of strategies which are best responses ...
The evolution of cooperation is an enduring conundrum in biology and the social sciences. Two social...