Modeling temporal dynamics of genetic diversity in stage-structured plant populations with reference to demographic genetic structure

IF 1.2 4区 生物学 Q4 ECOLOGY Theoretical Population Biology Pub Date : 2022-12-01 DOI:10.1016/j.tpb.2022.11.001
Yoichi Tsuzuki, Takenori Takada, Masashi Ohara
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Abstract

Predicting temporal dynamics of genetic diversity is important for assessing long-term population persistence. In stage-structured populations, especially in perennial plant species, genetic diversity is often compared among life history stages, such as seedlings, juveniles, and flowerings, using neutral genetic markers. The comparison among stages is sometimes referred to as demographic genetic structure, which has been regarded as a proxy of potential genetic changes because individuals in mature stages will die and be replaced by those in more immature stages over the course of time. However, due to the lack of theoretical examination, the basic property of the stage-wise genetic diversity remained unclear. We developed a matrix model which was made up of difference equations of the probability of non-identical-by-descent of each life history stage at a neutral locus to describe the dynamics and the inter-stage differences of genetic diversity in stage-structured plant populations. Based on the model, we formulated demographic genetic structure as well as the annual change rate of the probability of non-identical-by-descent (denoted as η). We checked if theoretical expectations on demographic genetic structure and η obtained from our model agreed with computational results of stochastic simulation using randomly generated 3,000 life histories. We then examined the relationships of demographic genetic structure with effective population size Ne, which is the determinants of diversity loss per generation time. Theoretical expectations on η and demographic genetic structure fitted well to the results of stochastic simulation, supporting the validity of our model. Demographic genetic structure varied independently of Ne and η, while having a strong correlation with stable stage distribution: genetic diversity was lower in stages with fewer individuals. Our results indicate that demographic genetic structure strongly reflects stable stage distribution, rather than temporal genetic dynamics, and that inferring future genetic diversity solely from demographic genetic structure would be misleading. Instead of demographic genetic structure, we propose η as an useful tool to predict genetic diversity at the same time scale as population dynamics (i.e., per year), facilitating evaluation on population viability from a genetic point of view.

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基于种群遗传结构的阶段结构植物群体遗传多样性时间动态建模
预测遗传多样性的时间动态对于评估种群的长期持久性具有重要意义。在阶段结构种群中,特别是在多年生植物物种中,遗传多样性经常使用中性遗传标记在生活史阶段(如幼苗、幼体和花期)进行比较。阶段之间的比较有时被称为人口遗传结构,它被认为是潜在遗传变化的代表,因为成熟阶段的个体会死亡,并随着时间的推移被更不成熟阶段的个体所取代。然而,由于缺乏理论检验,分阶段遗传多样性的基本性质尚不清楚。本文建立了一个由中性位点上各生活史阶段遗传变异概率的差分方程组成的矩阵模型,用以描述阶段结构植物群体遗传多样性的动态和阶段间差异。在此基础上,我们给出了人口统计遗传结构以及非同血统概率的年变化率(记为η)。我们用随机生成的3000个生活史进行了随机模拟,验证了从我们的模型中得到的人口统计学遗传结构和η的理论预期是否与随机模拟的计算结果一致。然后,我们研究了人口统计学遗传结构与有效种群大小Ne的关系,这是每代时间多样性损失的决定因素。对η和人口统计学遗传结构的理论预测与随机模拟结果吻合较好,支持了模型的有效性。种群遗传结构的变化与Ne和η无关,但与稳定分期分布有较强的相关性,个体较少的分期遗传多样性较低。我们的研究结果表明,人口遗传结构强烈地反映了稳定的阶段分布,而不是时间遗传动态,仅从人口遗传结构推断未来的遗传多样性将是误导性的。代替人口遗传结构,我们提出η作为一种有用的工具来预测与种群动态(即每年)相同时间尺度的遗传多样性,有助于从遗传角度评估种群生存能力。
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来源期刊
Theoretical Population Biology
Theoretical Population Biology 生物-进化生物学
CiteScore
2.50
自引率
14.30%
发文量
43
审稿时长
6-12 weeks
期刊介绍: An interdisciplinary journal, Theoretical Population Biology presents articles on theoretical aspects of the biology of populations, particularly in the areas of demography, ecology, epidemiology, evolution, and genetics. Emphasis is on the development of mathematical theory and models that enhance the understanding of biological phenomena. Articles highlight the motivation and significance of the work for advancing progress in biology, relying on a substantial mathematical effort to obtain biological insight. The journal also presents empirical results and computational and statistical methods directly impinging on theoretical problems in population biology.
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