<p>In rare-mutation treatments, the mutation rate is set to , whereas in frequent-mutation treatments the mutation rate is . Local mutations are randomly drawn from a Gaussian distribution around the parent strategy, non-local mutations are randomly drawn from the entire state space. The rare local mutations correspond to the previous simulations in Figs. 3 and 4. All other parameters are the same as before.</p
Evolutionary game dynamics describes frequency dependent selection in asexual, haploid populations. ...
Evolutionary game dynamics describes frequency dependent selection in asexual, haploid populations. ...
<p><b>A</b>) Transitions between the three types considered, wild types (W), resistant types without...
<p>The figure shows the effect on parameter estimation when the mutation rate is varied along the ge...
<p>Left: probability of switching to another strategy depending on the payoff differences for both t...
Recent models of adaptation at the DNA sequence level assume that the fitness effects of new mutatio...
Natural selection is commonly assumed to act on extensive standing genetic variation. Yet, accumulat...
Natural selection is commonly assumed to act on extensive standing genetic variation. Yet, accumulat...
Natural selection is commonly assumed to act on extensive standing genetic variation. Yet, accumulat...
<p>The left part of the distribution remains unchanged, while the right tail gets closer to a unifor...
<p>(A, C, E): Mean fitness, relative to maximum attainable with perfect heritability. (B, D, F): Mea...
<p>Solid curves and points show the probability of fixation of a mutation as a function of its selec...
<p>(a) SFS generated under fluctuating conditions. The proportion of mutations with positive and neg...
Background In addition to selection, the process of evolution is accompanied by stochastic effects, ...
We consider evolutionary game dynamics in a finite population of size N. When mutations are rare, th...
Evolutionary game dynamics describes frequency dependent selection in asexual, haploid populations. ...
Evolutionary game dynamics describes frequency dependent selection in asexual, haploid populations. ...
<p><b>A</b>) Transitions between the three types considered, wild types (W), resistant types without...
<p>The figure shows the effect on parameter estimation when the mutation rate is varied along the ge...
<p>Left: probability of switching to another strategy depending on the payoff differences for both t...
Recent models of adaptation at the DNA sequence level assume that the fitness effects of new mutatio...
Natural selection is commonly assumed to act on extensive standing genetic variation. Yet, accumulat...
Natural selection is commonly assumed to act on extensive standing genetic variation. Yet, accumulat...
Natural selection is commonly assumed to act on extensive standing genetic variation. Yet, accumulat...
<p>The left part of the distribution remains unchanged, while the right tail gets closer to a unifor...
<p>(A, C, E): Mean fitness, relative to maximum attainable with perfect heritability. (B, D, F): Mea...
<p>Solid curves and points show the probability of fixation of a mutation as a function of its selec...
<p>(a) SFS generated under fluctuating conditions. The proportion of mutations with positive and neg...
Background In addition to selection, the process of evolution is accompanied by stochastic effects, ...
We consider evolutionary game dynamics in a finite population of size N. When mutations are rare, th...
Evolutionary game dynamics describes frequency dependent selection in asexual, haploid populations. ...
Evolutionary game dynamics describes frequency dependent selection in asexual, haploid populations. ...
<p><b>A</b>) Transitions between the three types considered, wild types (W), resistant types without...