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2
Reproductive value and the stochastic demography of age-structured populations.生殖值与年龄结构种群的随机动态
Am Nat. 2009 Dec;174(6):795-804. doi: 10.1086/647930.
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Philos Trans R Soc Lond B Biol Sci. 2009 Jun 12;364(1523):1511-8. doi: 10.1098/rstb.2009.0017.
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Decompositions of Price's formula in an inhomogeneous population structure.价格公式在非均匀种群结构中的分解。
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The dynamics of a quantitative trait in an age-structured population living in a variable environment.生活在多变环境中的年龄结构种群中数量性状的动态变化。
Am Nat. 2008 Nov;172(5):599-612. doi: 10.1086/591693.
6
Adaptive topography of fluctuating selection in a Mendelian population.孟德尔群体中波动选择的适应性地貌。
J Evol Biol. 2008 Jul;21(4):1096-105. doi: 10.1111/j.1420-9101.2008.01533.x. Epub 2008 Apr 14.
7
Selection against demographic stochasticity in age-structured populations.年龄结构种群中针对种群统计随机性的选择。
Genetics. 2007 Dec;177(4):2181-94. doi: 10.1534/genetics.107.080747. Epub 2007 Oct 18.
8
Expected relative fitness and the adaptive topography of fluctuating selection.预期相对适合度与波动选择的适应地形
Evolution. 2007 Aug;61(8):1835-46. doi: 10.1111/j.1558-5646.2007.00170.x.
9
The evolutionary demography of ecological change: linking trait variation and population growth.生态变化的进化人口统计学:连接性状变异与种群增长
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10
Using reproductive value to estimate key parameters in density-independent age-structured populations.利用繁殖价值估计非密度依赖年龄结构种群中的关键参数。
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有结构年龄种群中的生殖值和波动选择。

Reproductive value and fluctuating selection in an age-structured population.

机构信息

Centre for Conservation Biology, Department of Mathematical Sciences, Norwegian University of Science and Technology, Trondheim, Norway.

出版信息

Genetics. 2009 Oct;183(2):629-37. doi: 10.1534/genetics.109.105841. Epub 2009 Jul 20.

DOI:10.1534/genetics.109.105841
PMID:19620391
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC2766322/
Abstract

Fluctuations in age structure caused by environmental stochasticity create autocorrelation and transient fluctuations in both population size and allele frequency, which complicate demographic and evolutionary analyses. Following a suggestion of Fisher, we show that weighting individuals of different age by their reproductive value serves as a filter, removing temporal autocorrelation in population demography and evolution due to stochastic age structure. Assuming weak selection, random mating, and a stationary distribution of environments with no autocorrelation, we derive a diffusion approximation for evolution of the reproductive value weighted allele frequency. The expected evolution obeys an adaptive topography defined by the long-run growth rate of the population. The expected fitness of a genotype is its Malthusian fitness in the average environment minus the covariance of its growth rate with that of the population. Simulations of the age-structured model verify the accuracy of the diffusion approximation. We develop statistical methods for measuring the expected selection on the reproductive value weighted allele frequency in a fluctuating age-structured population.

摘要

由环境随机因素引起的年龄结构波动会导致种群数量和等位基因频率产生自相关性和瞬时波动,这使得人口统计学和进化分析变得复杂。根据 Fisher 的建议,我们表明,通过繁殖价值对不同年龄的个体进行加权,可以作为一种过滤器,消除由于随机年龄结构而导致的种群动态和进化中的时间自相关性。在假设弱选择、随机交配和环境分布稳定且无自相关的情况下,我们推导出了一个繁殖价值加权等位基因频率进化的扩散近似。预期的进化遵循由种群长期增长率定义的适应地形。基因型的预期适合度是其在平均环境下的马尔萨斯适合度减去其增长率与种群增长率的协方差。对年龄结构模型的模拟验证了扩散近似的准确性。我们开发了统计方法,用于测量在波动的年龄结构种群中,对繁殖价值加权等位基因频率的预期选择。