| Literature DB >> 28564260 |
Abstract
A best-of-N rule of female mating preferences can give rise to lines of unstable equilibria in a two-locus haploid model of sexual selection. Under the best-of-N rule, which corresponds to choice at a lek, male fitnesses can exhibit a form of positive frequency-dependence that is not seen under fixed-relative-preference rules (Kirkpatrick, 1982). This positive frequency-dependence can be strongly destabilizing. Lande's (1981) criterion for the stability of the equilibria in quantitative-genetic models of sexual selection applies exactly and in general to the related family of simple population-genetic models. This offers some insight into the workings of these models and greatly simplifies their analysis. © 1985 The Society for the Study of Evolution.Year: 1985 PMID: 28564260 DOI: 10.1111/j.1558-5646.1985.tb05685.x
Source DB: PubMed Journal: Evolution ISSN: 0014-3820 Impact factor: 3.694