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Strong gender differences in reproductive success variance, and the times to the most recent common ancestors

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2012

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Sornette, Didier

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Journal of theoretical biology. 2012, 310, pp. 43-54. ISSN 0022-5193. eISSN 1095-8541. Available under: doi: 10.1016/j.jtbi.2012.06.026

Zusammenfassung

The Time to the Most Recent Common Ancestor (TMRCA) based on human mitochondrial DNA (mtDNA) is estimated to be twice that based on the non-recombining part of the Y chromosome (NRY). These TMRCAs have special demographic implications because mtDNA is transmitted only from mother to child, while NRY is passed along from father to son. Therefore, the former locus reflects female history, and the latter, male history. To investigate what caused the two-to-one female-male TMRCA ratio rF/M=TF/TM in humans, we develop a forward-looking agent-based model (ABM) with overlapping generations. Our ABM simulates agents with individual life cycles, including life events such as reaching maturity or menopause. We implemented two main mating systems: polygynandry and polygyny with different degrees in between. In each mating system, the male population can be either homogeneous or heterogeneous. In the latter case, some males are 'alphas' and others are 'betas', which reflects the extent to which they are favored by female mates. A heterogeneous male population implies a competition among males with the purpose of signaling as alpha males. The introduction of a heterogeneous male population is found to reduce by a factor 2 the probability of finding equal female and male TMRCAs and shifts the distribution of rF/M to higher values. In order to account for the empirical observation of the factor 2, a high level of heterogeneity in the male population is needed: less than half the males can be alphas and betas can have at most half the fitness of alphas for the TMRCA ratio to depart significantly from 1. In addition, we find that, in the modes that maximize the probability of having 1.5<rF/M<2.5, the present generation has 1.4 times as many female as male ancestors. We also tested the effect of sex-biased migration and sex-specific death rates and found that these are unlikely to explain alone the sex-biased TMRCA ratio observed in humans. Our results support the view that we are descended from males who were successful in a highly competitive context, while females were facing a much smaller female-female competition.

Highlights:
► We develop a novel agent-based model (ABM) of a population of women and men. ► Our population has overlapping generation and different mating systems. ► We classify conditions reproducing the observed human female–male TMRCA ratio of 2. ► We find that high male–male competition is necessary to yield the TMRCA ratio of 2.

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Humans, Male–male competition, Agent-based model, mtDNA, NRY

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ISO 690FAVRE, Maroussia, Didier SORNETTE, 2012. Strong gender differences in reproductive success variance, and the times to the most recent common ancestors. In: Journal of theoretical biology. 2012, 310, pp. 43-54. ISSN 0022-5193. eISSN 1095-8541. Available under: doi: 10.1016/j.jtbi.2012.06.026
BibTex
@article{Favre2012Stron-44708,
  year={2012},
  doi={10.1016/j.jtbi.2012.06.026},
  title={Strong gender differences in reproductive success variance, and the times to the most recent common ancestors},
  volume={310},
  issn={0022-5193},
  journal={Journal of theoretical biology},
  pages={43--54},
  author={Favre, Maroussia and Sornette, Didier}
}
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    <dcterms:abstract xml:lang="eng">The Time to the Most Recent Common Ancestor (TMRCA) based on human mitochondrial DNA (mtDNA) is estimated to be twice that based on the non-recombining part of the Y chromosome (NRY). These TMRCAs have special demographic implications because mtDNA is transmitted only from mother to child, while NRY is passed along from father to son. Therefore, the former locus reflects female history, and the latter, male history. To investigate what caused the two-to-one female-male TMRCA ratio r&lt;sub&gt;F/M&lt;/sub&gt;=T&lt;sub&gt;F&lt;/sub&gt;/T&lt;sub&gt;M&lt;/sub&gt; in humans, we develop a forward-looking agent-based model (ABM) with overlapping generations. Our ABM simulates agents with individual life cycles, including life events such as reaching maturity or menopause. We implemented two main mating systems: polygynandry and polygyny with different degrees in between. In each mating system, the male population can be either homogeneous or heterogeneous. In the latter case, some males are 'alphas' and others are 'betas', which reflects the extent to which they are favored by female mates. A heterogeneous male population implies a competition among males with the purpose of signaling as alpha males. The introduction of a heterogeneous male population is found to reduce by a factor 2 the probability of finding equal female and male TMRCAs and shifts the distribution of r&lt;sub&gt;F/M&lt;/sub&gt; to higher values. In order to account for the empirical observation of the factor 2, a high level of heterogeneity in the male population is needed: less than half the males can be alphas and betas can have at most half the fitness of alphas for the TMRCA ratio to depart significantly from 1. In addition, we find that, in the modes that maximize the probability of having 1.5&lt;r&lt;sub&gt;F/M&lt;/sub&gt;&lt;2.5, the present generation has 1.4 times as many female as male ancestors. We also tested the effect of sex-biased migration and sex-specific death rates and found that these are unlikely to explain alone the sex-biased TMRCA ratio observed in humans. Our results support the view that we are descended from males who were successful in a highly competitive context, while females were facing a much smaller female-female competition.&lt;br /&gt;&lt;br /&gt;Highlights:&lt;br /&gt;► We develop a novel agent-based model (ABM) of a population of women and men. ► Our population has overlapping generation and different mating systems. ► We classify conditions reproducing the observed human female–male TMRCA ratio of 2. ► We find that high male–male competition is necessary to yield the TMRCA ratio of 2.</dcterms:abstract>
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