Spatial social dilemmas promote diversity: Difference between revisions

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Dynamical regimes in the spatial continuous snowdrift game on \(N=100\times100\) square lattices with \(k=4\) neighbours.

Dynamical regimes in the spatial continuous snowdrift game for moderate selection, \(w=10\), on \(N=100\times100\) square lattices with \(k=4\) neighbours.

The interactive labs below illustrate the trait distribution over time where the colours indicate the trait density according to:

{{Legend:Gradient|label=Densities|min=Low|max=High|gradient=white,black,yellow,red}}

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Strong selection greatly enhance the parameter region resulting in a diversity of traits, see Fig. 3E. The parameter combinations marked with points <strong>a,b,c,d</strong> refer to modes of diversification that do not rely on evolutionary branching and only occur in spatially structured populations.

Strong selection greatly enhance the parameter region resulting in a diversity of traits, see Fig. 4E. The parameter combinations marked with points <strong>a,b,c,d</strong> refer to modes of diversification that do not rely on evolutionary branching and only occur in spatially structured populations.

[[Image:Diversification - continuous SD (dB modes).jpg|825px]]

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-Dynamical regimes in the spatial continuous snowdrift game on \(N=100\times100\) square lattices with \(k=4\) neighbours.
+Dynamical regimes in the spatial continuous snowdrift game for moderate selection, \(w=10\), on \(N=100\times100\) square lattices with \(k=4\) neighbours.
 The interactive labs below illustrate the trait distribution over time where the colours indicate the trait density according to:
 {{Legend:Gradient|label=Densities|min=Low|max=High|gradient=white,black,yellow,red}}
@@ Line 243: / Line 243: @@
 |}
-Strong selection greatly enhance the parameter region resulting in a diversity of traits, see Fig. 3E. The parameter combinations marked with points <strong>a,b,c,d</strong> refer to modes of diversification that do not rely on evolutionary branching and only occur in spatially structured populations.
+Strong selection greatly enhance the parameter region resulting in a diversity of traits, see Fig. 4E. The parameter combinations marked with points <strong>a,b,c,d</strong> refer to modes of diversification that do not rely on evolutionary branching and only occur in spatially structured populations.
 [[Image:Diversification - continuous SD (dB modes).jpg|825px]]