Direct fitness or inclusive fitness: how shall we model kin selection?

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چکیده

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Direct fitness or inclusive fitness: how shall we model kin selection?

Two standard mathematical formulations of kin-selection models can be found. Inclusive fitness is an actor-centred approach, which calculates the fitness effect on a number of recipients of the behaviour of a single actor. Direct fitness is a recipient-centred approach, which calculates the fitness effect on the recipient of the behaviour of a number of actors. Inclusive fitness offers us a pow...

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Detecting kin selection at work using inclusive fitness.

A recent model shows that altruism can evolve with limited migration and variable group sizes, and the authors claim that kin selection cannot provide a sufficient explanation of their results. It is demonstrated, using a recent reformulation of Hamilton's original arguments, that the model falls squarely within the scope of inclusive fitness theory, which furthermore shows how to calculate inc...

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Individual-as-maximizing agent analogies result in a simple understanding of the functioning of the biological world. Identifying the conditions under which individuals can be regarded as fitness maximizing agents is thus of considerable interest to biologists. Here, we compare different concepts of fitness maximization, and discuss within a single framework the relationship between Hamilton’s ...

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How to make a kin selection model when marginal fitness is non-linear?

We observe that the Taylor-Frank method for making kin selection models when fitness w is a nonlinear function of a continuous actor’s phenotype y and the average phenotype z in its social environment requires w(y, z) to be differentiable (as a function of two variables, i.e., jointly in y and z). This means that even if w(y, z) is non-linear globally, locally it must be close to linear, meanin...

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Special issue: Kin Selection Inclusive fitness theory for the evolution of religion

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ژورنال

عنوان ژورنال: Journal of Evolutionary Biology

سال: 2007

ISSN: 1010-061X,1420-9101

DOI: 10.1111/j.1420-9101.2006.01196.x