Abstract

Polyandry is often hypothesized to evolve to allow females to adjust the degree to which they inbreed. Multiple factors might affect such evolution, including inbreeding depression, direct costs, constraints on male availability, and the nature of polyandry as a threshold trait. Complex models are required to evaluate when evolution of polyandry to adjust inbreeding is predicted to arise. We used a genetically explicit individual‐based model to track the joint evolution of inbreeding strategy and polyandry defined as a polygenic threshold trait. Evolution of polyandry to avoid inbreeding only occurred given strong inbreeding depression, low direct costs, and severe restrictions on initial versus additional male availability. Evolution of polyandry to prefer inbreeding only occurred given zero inbreeding depression and direct costs, and given similarly severe restrictions on male availability. However, due to its threshold nature, phenotypic polyandry was frequently expressed even when strongly selected against and hence maladaptive. Further, the degree to which females adjusted inbreeding through polyandry was typically very small, and often reflected constraints on male availability rather than adaptive reproductive strategy. Evolution of polyandry solely to adjust inbreeding might consequently be highly restricted in nature, and such evolution cannot necessarily be directly inferred from observed magnitudes of inbreeding adjustment.

Highlights

  • The degree to which females mate with multiple males within a single reproductive bout, and the degree of polyandry, varies considerably among individuals within populations, among populations, and across taxa (Uller and Olsson 2008; Pannell and Labouche 2013; Parker and Birkhead 2013; Taylor et al 2014)

  • Evolution of inbreeding strategy did not vary with cP, distributions of inbreeding strategy and alleles (Ia) and Ip values did not differ across Sinitial,additional, and I p and phenotypic values for polyandry (Pp) did not covary across individuals (Supporting Information S1, S2)

  • To kinship given direct costs and inbreeding depression. Such models are required to predict the conditions under which selection drives evolution and phenotypic expression of polyandry to facilitate inbreeding avoidance or preference, and to examine the degree to which adaptive evolution can be inferred from empirical observations of inbreeding adjustment

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Summary

Male carrying capacity

Adaptive evolution, is inferred where mean Ia and Pa values deviate from zero. To quantify change in allele values underlying polyandry, and evolution of phenotypic polyandry, we calculate the population mean values of Pa and Pp in generation 5000. To quantify the degree to which inbreeding was adjusted by polyandry (kadj ), we calculate the difference in mean kinship between each polyandrous female and her initial mate (kinitial ) versus her additional mate(s) (kadditional ) in generation 5000, such that kad j = E [kadditional − kinitial ]. To infer adaptive evolution of polyandry, and infer whether mean kinship is expected to differ between initial and additional mate choice, we bootstrap mean Pa and kad j values across replicates and evaluate whether or not 95% confidence intervals overlap zero Confidence intervals facilitate interpretation of general patterns within simulation results, and should not be interpreted as tests of statistical (or biological) hypotheses in the traditional sense (White et al 2014)

Results
Discussion
Supporting Information
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