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Modeling mating patterns given mutual mate choice: the importance of individual mating preferences and mating system

机译:相互配合选择的建模配合模式:各个交配偏好和交配系统的重要性

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When we consider structured populations with sexual reproduction, the distribution of characters among mating pairs may influence the population biology, namely its dynamics and genetics. In the present paper, we propose a general framework to estimate the population mating patterns taking into account individual mating preferences and mating system, thus taking into account the inter- and intra-sexual interactions such as mate competition and mate choice. According to our results, mating patterns are not a direct reflection of mating preferences, but also depend upon the average sex ratio between individuals that are ready to mate at any given time (i.e., the Operational Sex Ratio, OSR). Therefore, mating patterns should be assessed not only in function of preferences, but also of OSR. It is then possible to distinguish three OSR regions: (1) the equilibrium OSR, where there is a predominance of assortative mating patterns due to differential access to mates (inter-sexual interactions); (2) the slightly biased OSR, where there is a high diversity of mating patterns and no clear predominance of inter- or intra-sexual interactions; and (3) the highly biased OSR where there is a predominance of mating patterns corresponding to single-sex uniform preferences and an increased influence of intra-sexual interactions. We hope that this approach may allow to further explore the interaction between OSR and mate choice, namely how such interaction may affect sexual selection and mate choice tactics.
机译:当我们考虑具有性繁殖的结构化人群时,交配对中的人物的分布可能影响人口生物学,即其动态和遗传学。在本文中,我们提出了一般框架,以估计各个交配偏好和交配系统的人口交配模式,从而考虑到伴侣竞争和伴侣选择等性间互动。根据我们的结果,交配模式不是交配偏好的直接反映,而且取决于在任何给定时间(即,运营性别比,OSR)在任何时候伴有的个体之间的平均性别比。因此,不仅应在偏好的功能中评估交配模式,也应评估OSR。然后可以区分三个OSR区域:(1)平衡OSR,其中由于差异访问配对(性间相互作用),存在各种交配模式的主要疗程; (2)略微偏见的OSR,在那里存在高多样性的交配模式,并且没有明确的性交相互作用的优势; (3)高度偏向的OSR,其中存在对应于单性均匀偏好的交配模式以及性交相互作用的增加。我们希望这种方法可以允许进一步探索OSR和伴侣选择之间的互动,即这种互动可能影响性选择和伴侣选择策略。

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