2019
DOI: 10.1007/s00442-019-04484-z
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Kin-dependent dispersal influences relatedness and genetic structuring in a lek system

Abstract: Kin selection and dispersal play a critical role in the evolution of cooperative breeding systems. Limited dispersal increases relatedness in spatially structured populations (population viscosity), with the result that neighbours tend to be genealogical relatives. Yet the increase in neighbours' fitness-related performance through altruistic interaction may also result in habitat saturation and thus exacerbate local competition between kin. Our goal was to detect the footprint of kin selection and competition… Show more

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Cited by 17 publications
(13 citation statements)
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“…The model includes four main parameters which are estimated from the data: ( r ) the proportion of individuals with a nondispersing phenotype, and (1 − r ) the proportion of individuals with a dispersing phenotype; ( Φ ) the probability of apparent survival; ( α ) the probability that an individual with a dispersing phenotype remains in the same pond between two sampling sessions (intra‐annual: from April/May to June/July; inter‐annual: from June/July to April/May), and (1 − α ) the probability that it moves to another pond; and ( p ) recapture probability. For one of the heterogeneity classes, the probability that individuals remained at the same pond is fixed at α = 1, which allows for identification of individuals with a nondispersing phenotype (Cayuela, Boualit, et al, 2019; Denoël et al, 2018). The model was implemented in the program e‐surge (Choquet et al, 2009).…”
Section: Methodsmentioning
confidence: 99%
“…The model includes four main parameters which are estimated from the data: ( r ) the proportion of individuals with a nondispersing phenotype, and (1 − r ) the proportion of individuals with a dispersing phenotype; ( Φ ) the probability of apparent survival; ( α ) the probability that an individual with a dispersing phenotype remains in the same pond between two sampling sessions (intra‐annual: from April/May to June/July; inter‐annual: from June/July to April/May), and (1 − α ) the probability that it moves to another pond; and ( p ) recapture probability. For one of the heterogeneity classes, the probability that individuals remained at the same pond is fixed at α = 1, which allows for identification of individuals with a nondispersing phenotype (Cayuela, Boualit, et al, 2019; Denoël et al, 2018). The model was implemented in the program e‐surge (Choquet et al, 2009).…”
Section: Methodsmentioning
confidence: 99%
“…In this respect, the distance measuring method becomes the key factor that determines the accuracy of the identified dispersal pattern. To date, most of the research have used linear distance from dispersal source to destination to estimate dispersal distances (Hereafter referred to as Euclidean distance method; Cayuela et al, 2019; Nathan et al, 2002; Pyšek & Hulme, 2005). However, it could often be misleading for landscape‐scaled dispersal events especially when the dispersal pathway and its structure in the matrix are explicitly known.…”
Section: Introductionmentioning
confidence: 99%
“…Although the means by which this fitness benefit evolves remains contested (e.g. kin selection; (Cayuela et al, 2019; Kokko & Lindstrom, 1996) but see (Lebigre et al, 2014)) leks represent another case in which a signal produced by groups directly influences the mating probability of individuals within that group. Like the study of group visual displays produced by lekking species, we have presented an investigation into how individual‐level variation in bioacoustic signals contribute to chorus dynamics and the subsequent probability of mating opportunities.…”
Section: Discussionmentioning
confidence: 99%