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Models of Evolution [and Discussion]
J. Maynard Smith and J. F. Y. Brookfield
Proceedings of the Royal Society of London. Series B, Biological Sciences
Vol. 219, No. 1216, Mathematical Genetics (Oct. 22, 1983), pp. 315-325
Published by: Royal Society
Stable URL: http://www.jstor.org/stable/35853
Page Count: 11
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Different ways in which evolution can be modelled will be reviewed. Two asexual models -- `Muller's ratchet' and a model due to Eigen and Schuster -- both lead to the conclusion that the accuracy of replication must reach a limiting value, but the details are different. In classic population genetics models, difficulties arise if fitnesses depend on interactions with others. Two approaches -- `trait group' methods, and game theory -- are discussed. If the interacting individuals are relatives, there is again a choice between the exact `neighbour-modulated fitness' approach and the more intuitive `inclusive fitness' method. A more drastic change in the nature of the model arises if the units of the evolving system are not individual organisms, but either genes or species. There are conceptual difficulties which must be clarified before species selection can be analysed mathematically.
Proceedings of the Royal Society of London. Series B, Biological Sciences © 1983 Royal Society