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进化稳定策略分析及其通过入侵适合度与人口统计学和遗传学的联系。

Evolutionarily stable strategy analysis and its links to demography and genetics through invasion fitness.

机构信息

Department of Biology, University of Kentucky, Lexington, KY 40506 USA.

出版信息

Philos Trans R Soc Lond B Biol Sci. 2023 May 8;378(1876):20210496. doi: 10.1098/rstb.2021.0496. Epub 2023 Mar 20.

Abstract

Evolutionarily stable strategy (ESS) analysis pioneered by Maynard Smith and Price took off in part because it often does not require explicit assumptions about the genetics and demography of a population in contrast to population genetic models. Though this simplicity is useful, it obscures the degree to which ESS analysis applies to populations with more realistic genetics and demography: for example, how does ESS analysis handle complexities such as kin selection, group selection and variable environments when phenotypes are affected by multiple genes? In this paper, I review the history of the ESS concept and show how early uncertainty about the method lead to important mathematical theory linking ESS analysis to general population genetic models. I use this theory to emphasize the link between ESS analysis and the concept of . I give examples of how invasion fitness can measure kin selection, group selection and the evolution of linked modifier genes in response to variable environments. The ESSs in these examples depend crucially on demographic and genetic parameters, which highlights how ESS analysis will continue to be an important tool in understanding evolutionary patterns as new models address the increasing abundance of genetic and long-term demographic data in natural populations. This article is part of the theme issue 'Half a century of evolutionary games: a synthesis of theory, application and future directions'.

摘要

进化稳定策略(ESS)分析由 Maynard Smith 和 Price 开创,部分原因在于与种群遗传模型相比,它通常不需要对种群的遗传学和人口统计学做出明确的假设。尽管这种简单性很有用,但它掩盖了 ESS 分析在具有更现实遗传学和人口统计学的种群中适用的程度:例如,当表型受到多个基因影响时,ESS 分析如何处理亲缘选择、群体选择和可变环境等复杂性?在本文中,我回顾了 ESS 概念的历史,并展示了早期对该方法的不确定性如何导致将 ESS 分析与一般种群遗传模型联系起来的重要数学理论。我利用这一理论强调了 ESS 分析与 概念之间的联系。我给出了入侵适应度如何衡量亲缘选择、群体选择以及响应可变环境的连锁修饰基因进化的例子。这些例子中的 ESS 很大程度上取决于人口统计学和遗传参数,这突出了 ESS 分析将如何继续成为理解进化模式的重要工具,因为新模型解决了自然种群中日益丰富的遗传和长期人口统计数据。本文是主题为“进化博弈半个世纪:理论、应用和未来方向的综合”的一部分。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/600c/10024993/43a5323498b1/rstb20210496f01.jpg

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