<p>Here, pink nodes denote cooperators and blue nodes denote defectors. All the two top nodes’ friends overlap, therefore the tie strength between them equals one. All other relations have a tie strength equals . We set the two mutual best friends as cooperators initially. (a) When , the game is a classical PDG. The two cooperators get a payoff of and all the defectors get . Therefore, cooperators will imitate the strategy of defectors and defection becomes prevalent; (b) When , the two cooperators will invest all their investments to each other. Both cooperators get and all defectors get 0. Therefore, in the next round, all defectors will adopt C and cooperation becomes prevalent.</p
<p>The size of each node is related to its degree. Red nodes represent cooperators and black nodes r...
<p>(a) fraction of cooperation, (b) fraction of <i>CC</i>/<i>CD</i>/<i>DD</i> links, (c) normalized ...
Coordination games have multiple Nash equilibria (i.e., sets of strategies which are best responses ...
<p>Fraction of cooperators in every round of the three parts of the experiment (in the first and the...
We investigate the influence of initial fraction of cooperators on the evolution of cooperation in s...
Introducing competition between groups may induce cooperation to emerge in defection games despite c...
<p>It is interesting to observe that too high initial values of may act detrimental on the evolutio...
Previous studies of games on dynamic graphs have almost specified pairwise interactions using the pr...
Evolution of cooperation has traditionally been studied by assuming that individuals adopt either of...
<p> corresponds to random partner selection in determining which one to dismiss. The plot indicates ...
Previous studies of games on dynamic graphs have almost specified pairwise interactions using the pr...
It is well-known in evolutionary game theory that population clustering in Prisoner’s Dilemma games ...
Cooperation among unrelated individuals is an enduring evolutionary riddle and a number of possible ...
We investigate the influence of initial fraction of cooperators on the evolution of cooperation in s...
We study the evolution of cooperation in structured populations within popular models of social dile...
<p>The size of each node is related to its degree. Red nodes represent cooperators and black nodes r...
<p>(a) fraction of cooperation, (b) fraction of <i>CC</i>/<i>CD</i>/<i>DD</i> links, (c) normalized ...
Coordination games have multiple Nash equilibria (i.e., sets of strategies which are best responses ...
<p>Fraction of cooperators in every round of the three parts of the experiment (in the first and the...
We investigate the influence of initial fraction of cooperators on the evolution of cooperation in s...
Introducing competition between groups may induce cooperation to emerge in defection games despite c...
<p>It is interesting to observe that too high initial values of may act detrimental on the evolutio...
Previous studies of games on dynamic graphs have almost specified pairwise interactions using the pr...
Evolution of cooperation has traditionally been studied by assuming that individuals adopt either of...
<p> corresponds to random partner selection in determining which one to dismiss. The plot indicates ...
Previous studies of games on dynamic graphs have almost specified pairwise interactions using the pr...
It is well-known in evolutionary game theory that population clustering in Prisoner’s Dilemma games ...
Cooperation among unrelated individuals is an enduring evolutionary riddle and a number of possible ...
We investigate the influence of initial fraction of cooperators on the evolution of cooperation in s...
We study the evolution of cooperation in structured populations within popular models of social dile...
<p>The size of each node is related to its degree. Red nodes represent cooperators and black nodes r...
<p>(a) fraction of cooperation, (b) fraction of <i>CC</i>/<i>CD</i>/<i>DD</i> links, (c) normalized ...
Coordination games have multiple Nash equilibria (i.e., sets of strategies which are best responses ...