Evolutionary rescue under demographic and environmental stochasticity

JOURNAL OF EVOLUTIONARY BIOLOGY(2023)

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摘要
Populations suffer two types of stochasticity: demographic stochasticity, from sampling error in offspring number, and environmental stochasticity, from temporal variation in the growth rate. By modelling evolution through phenotypic selection following an abrupt environmental change, we investigate how genetic and demographic dynamics, as well as effects on population survival of the genetic variance and of the strength of stabilizing selection, differ under the two types of stochasticity. We show that population survival probability declines sharply with stronger stabilizing selection under demographic stochasticity, but declines more continuously when environmental stochasticity is strengthened. However, the genetic variance that confers the highest population survival probability differs little under demographic and environmental stochasticity. Since the influence of demographic stochasticity is stronger when population size is smaller, a slow initial decline of genetic variance, which allows quicker evolution, is important for population persistence. In contrast, the influence of environmental stochasticity is population-size-independent, so higher initial fitness becomes important for survival under strong environmental stochasticity. The two types of stochasticity interact in a more than multiplicative way in reducing the population survival probability. Our work suggests the importance of explicitly distinguishing and measuring the forms of stochasticity during evolutionary rescue. Non-linear effects of interactions between demographic and environmental stochasticity on the survival probability during evolutionary rescue. This study shows how the effects of selection intensity and genetic variance on the population survival probability, as well as key factors in determining survival, differ during evolutionary rescue under demographic versus environmental stochasticity.image
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关键词
adaptation,demographic stochasticity,environmental stochasticity,evolutionary rescue,extinction,mathematical model
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