We show the fraction of cooperative nodes ρi against the rounds or time steps (t) before feedback (a) and after the first feedback round (b), the second feedback round (c) and the third feedback round (d). ρ ranges in [0, 1], where 0 corresponds to the global defection, while 1 means a global cooperation of population. We simulated the evolutionary dynamics of the ISG for a fixed number of simulations, and the color, ranging from ‘blue’ to ‘red’, corresponds to the density ρi. We can observe a fluctuation in strategies determined by the feedback rounds from gut acting alternatively as incentives towards cooperativeness (see (b)) and a coexistence of the two strategies, with more defectors than cooperators (see (a), (c) and (d)).</p
<p>These panels are related to different migration patterns: no migration, local migration with , ...
We study the evolutionary Prisoner's Dilemma game among individuals endowed with adaptively int...
The classical models of evolution have been developed to incorporate structured populations using ev...
Abbreviations frequently used: T – Payoff for defecting on a cooperator R – Payoff for mutual cooper...
<p>The figure illustrates the fraction of cooperative nodes against the rounds or time steps: low ho...
We investigate the influence of initial fraction of cooperators on the evolution of cooperation in s...
<p>The figure highlights the microscopic emergence of cooperation in the evolutionary process. The f...
We investigate the influence of initial fraction of cooperators on the evolution of cooperation in s...
The problem of cooperation1−8 is that defection is evolutionarily stable. If everybody in a populati...
The emergence and abundance of cooperation in nature poses a tenacious and challenging puzzle to evo...
The emergence of cooperation between unrelated individuals enables researchers to study how the coll...
The statistics of the first time at which a fluctuating quantity reaches a given threshold is of gre...
The existence of many biological systems, especially human societies, is based on cooperative behavi...
A coevolution model by coupling mortality and fertility selection is introduced to investigate the e...
The existence of many biological systems, especially human societies, is based on cooperative behavi...
<p>These panels are related to different migration patterns: no migration, local migration with , ...
We study the evolutionary Prisoner's Dilemma game among individuals endowed with adaptively int...
The classical models of evolution have been developed to incorporate structured populations using ev...
Abbreviations frequently used: T – Payoff for defecting on a cooperator R – Payoff for mutual cooper...
<p>The figure illustrates the fraction of cooperative nodes against the rounds or time steps: low ho...
We investigate the influence of initial fraction of cooperators on the evolution of cooperation in s...
<p>The figure highlights the microscopic emergence of cooperation in the evolutionary process. The f...
We investigate the influence of initial fraction of cooperators on the evolution of cooperation in s...
The problem of cooperation1−8 is that defection is evolutionarily stable. If everybody in a populati...
The emergence and abundance of cooperation in nature poses a tenacious and challenging puzzle to evo...
The emergence of cooperation between unrelated individuals enables researchers to study how the coll...
The statistics of the first time at which a fluctuating quantity reaches a given threshold is of gre...
The existence of many biological systems, especially human societies, is based on cooperative behavi...
A coevolution model by coupling mortality and fertility selection is introduced to investigate the e...
The existence of many biological systems, especially human societies, is based on cooperative behavi...
<p>These panels are related to different migration patterns: no migration, local migration with , ...
We study the evolutionary Prisoner's Dilemma game among individuals endowed with adaptively int...
The classical models of evolution have been developed to incorporate structured populations using ev...