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Spatial Moran process: Difference between revisions
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{{InCharge|author1=Christoph Hauert}} | {{InCharge|author1=Christoph Hauert}}__NOTOC__ | ||
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[[Image:Circulation.svg|thumb|300px|Fairly generic sample population structure. Vertices represent individuals and links define their neighbourhood. A directed link indicates that one individual may be another's neighbour but not vice versa. Each link may have a weight, which indicates the propensity to be selected for reproduction. Reproduction occurs in the direction of the link. The depicted graph represents a [[#Circulation theorem|circulation]] and hence a mutant has the same fixation probability as in the original [[Moran process]] for unstructured populations.]] | [[Image:Circulation.svg|thumb|300px|Fairly generic sample population structure. Vertices represent individuals and links define their neighbourhood. A directed link indicates that one individual may be another's neighbour but not vice versa. Each link may have a weight, which indicates the propensity to be selected for reproduction. Reproduction occurs in the direction of the link. The depicted graph represents a [[#Circulation theorem|circulation]] and hence a mutant has the same fixation probability as in the original [[Moran process]] for unstructured populations.]] | ||
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#Slatkin, M. (1981) Fixation probabilities and fixation times in a subdivided population ''Evolution'' '''35''' 477-488. | #Slatkin, M. (1981) Fixation probabilities and fixation times in a subdivided population ''Evolution'' '''35''' 477-488. | ||
#Watts, D. J. & Strogatz, S. H. (1998) Collective dynamics of 'small world' networks ''Nature'' '''393''' 440–442. | #Watts, D. J. & Strogatz, S. H. (1998) Collective dynamics of 'small world' networks ''Nature'' '''393''' 440–442. | ||
[[Category:Evolutionary graph theory]] | |||
