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arXiv 1303.0401q-bio.PE
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性比演化的动力学:雄性亚种群平衡的性质和作用

The dynamics of sex ratio evolution: the nature and role of the male subpopulation equilibrium

Krzysztof Argasinski

摘要:

性比演化模型的经典方法可以分为两类。第一类包含与Dusing Fisher Shaw Mohler适合度测量相关的静态战略模型,基于焦点女性后代的生殖价值。第二类包含群体遗传模型,重点是等位基因频率的动态。这些方法并不完全兼容,因为策略模型忽略了男性个体作为策略基因被动携带者的作用。在本周期的前两篇论文中,提出了一种将战略分析与更严格的遗传学相结合的新模型。新模型表明,性比的自我调节是一个多阶段的复杂过程,可以看作是多级选择的一个例子。这个过程的要素之一是男性和女性基因携带者之间的动态平衡,与动态收敛到称为男性亚群平衡(MSE)的流形。本文试图解释这一现象并分析其性质。我们发现,MSE现象影响性别比例自我调节的每个阶段(引理1-4)。MSE在双水平选择过程中同步两个水平的选择中起着至关重要的作用。我们表明,MSE条件可以概括为一个有趣的协同属性,允许估计的主要性别比的整个人口根据一些任意选择的亚群的状态(引理5)。我们还表明,经典的Dusing Fisher Shaw Mohler健身措施是一个有偏见的近似的新方法,但它产生兼容的战略预测(引理6)。

英文摘要:

The classical approaches to the modeling of sex ratio evolution can be divided into two classes. The first class contains the static strategic models related to the Dusing Fisher Shaw Mohler fitness measure, based on the reproductive value of the offspring of the focal female. The second class contains the population genetic models focused on the dynamics of the allele frequencies. The approaches are not fully compatible because the strategic models disregard the role of the male individuals as the passive carriers of the strategy genes. In the previous two papers in this cycle, a new model combining the strategic analysis with more rigorous genetics was presented. The new model shows that sex ratio self-regulation is a multistage complex process which can be regarded as an example of multilevel selection. One of the elements of this process is the dynamic equilibrium between male and female gene carriers associated with convergence of the dynamics to the manifold termed the male subpopulation equilibrium (MSE). This paper attempts to explain this phenomenon and analyze its properties. We show that the MSE phenomenon affects every stage of sex ratio self-regulation (Lemmas 1-4). The MSE plays a crucial role in synchronizing two levels of selection in the double-level selection process. We show that the MSE condition can be generalized as an interesting synergistic property allowing for the estimation of the primary sex ratio of the entire population according to the state of some arbitrarily chosen subpopulation (Lemma 5). We also show that the classical Dusing Fisher Shaw Mohler fitness measure is a biased approximation of the new approach, but that it produces compatible strategic predictions (Lemma 6).

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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