<p>Left panel: The payoff matrix which describes the payoff value after one round of the prisoner's dilemma game between two players (blue and orange) according to their strategies. Middle panel: An illustration of the structured population model. In this instance the population comprises demes each one with carrying capacity . At this moment one of the demes is empty but recolonization is possible through migration from the two neighbor demes. Just to point out, after migration the number of individuals can exceed or be under the carrying capacity . Right panel: The links represent possible paths where migrants can go through.</p
<p>Top row: The population potential landscape ((A) predation model. (B) competition model. (C) mut...
<p>The three rows reflect three different costs of childbirth. The left graphs reflect the average g...
<p>Here the three panels represent examples of the outcome of a system for varying release ratios (i...
<p>Panels depict results for all players (a,d), for players adopting rewiring (b,e), and for players...
<p>Upper left panel: Probability of fixation of the cooperative strategy (triangles) and probability...
<p>Parameter space of social dilemmas in structured populations for BD updates (Panel <b><i><u>A</u>...
The payoff matrix of the two-stage game can be constructed based on the payoffs of the first stage (...
<p>(a) Snapshots of distributions of cooperators and defectors at different time steps in the absenc...
<p>(A) Illustration of a transition of a swarm in lattice space. Each individual is represented by a...
<p>Panel a shows the previously published approach to describing the evolutionary dynamics of two mu...
In a haystack-type representation of a heterogeneous population that is evolving according to a payo...
<p>(a) Color-coded values of in the parameter space and (b) corresponding equivalent migration pro...
Cooperation plays an important role in the evolution of species and human societies. The understandi...
Cooperation plays an important role in the evolution of species and human societies. The understandi...
<p>Parameter space of social dilemmas in well-mixed populations with the cost-to-benefit ratio as t...
<p>Top row: The population potential landscape ((A) predation model. (B) competition model. (C) mut...
<p>The three rows reflect three different costs of childbirth. The left graphs reflect the average g...
<p>Here the three panels represent examples of the outcome of a system for varying release ratios (i...
<p>Panels depict results for all players (a,d), for players adopting rewiring (b,e), and for players...
<p>Upper left panel: Probability of fixation of the cooperative strategy (triangles) and probability...
<p>Parameter space of social dilemmas in structured populations for BD updates (Panel <b><i><u>A</u>...
The payoff matrix of the two-stage game can be constructed based on the payoffs of the first stage (...
<p>(a) Snapshots of distributions of cooperators and defectors at different time steps in the absenc...
<p>(A) Illustration of a transition of a swarm in lattice space. Each individual is represented by a...
<p>Panel a shows the previously published approach to describing the evolutionary dynamics of two mu...
In a haystack-type representation of a heterogeneous population that is evolving according to a payo...
<p>(a) Color-coded values of in the parameter space and (b) corresponding equivalent migration pro...
Cooperation plays an important role in the evolution of species and human societies. The understandi...
Cooperation plays an important role in the evolution of species and human societies. The understandi...
<p>Parameter space of social dilemmas in well-mixed populations with the cost-to-benefit ratio as t...
<p>Top row: The population potential landscape ((A) predation model. (B) competition model. (C) mut...
<p>The three rows reflect three different costs of childbirth. The left graphs reflect the average g...
<p>Here the three panels represent examples of the outcome of a system for varying release ratios (i...