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不可压缩平流中种群动力学的强噪声极限

Strong noise limit for population dynamics in incompressible advection.

作者信息

Guccione Giorgia, Benzi Roberto, Toschi Federico

机构信息

Department of Applied Physics, Eindhoven University of Technology, 5600 MB Eindhoven, Netherlands.

Department of Physics and INFN, University of Tor Vergata, 00133 Rome, Italy.

出版信息

Phys Rev E. 2021 Sep;104(3-1):034421. doi: 10.1103/PhysRevE.104.034421.

Abstract

Genetic diversity is at the basis of the evolution process of populations and it is responsible for the populations' degree of fitness to a particular ecosystem. In marine environments many factors play a role in determining the dynamics of a population, including the amount of nutrients, the temperature, and many other stressing factors. An important and yet rather unexplored challenge is to figure out the role of individuals' dispersion, due to flow advection, on population genetics. In this paper we focus on two populations, one of which has a slight selective advantage, advanced by an incompressible two-dimensional flow. In particular, we want to understand how this advective flow can modify the dynamics of the advantageous allele. We generalize, through a theoretical analysis, previous evidence according to which the fixation probability is independent of diffusivity, showing that this is also independent of fluid advection. These findings may have important implications in the understanding of the dynamics of a population of microorganism, such as plankton or bacteria, in marine environments under the influence of (turbulent) currents.

摘要

遗传多样性是种群进化过程的基础,它决定了种群对特定生态系统的适应程度。在海洋环境中,许多因素在决定种群动态方面发挥着作用,包括营养物质的数量、温度以及许多其他胁迫因素。一个重要但尚未充分探索的挑战是弄清楚由于平流作用导致的个体扩散对种群遗传学的作用。在本文中,我们关注两个种群,其中一个具有轻微的选择优势,由不可压缩的二维流推动。特别是,我们想了解这种平流如何改变优势等位基因的动态。我们通过理论分析推广了先前的证据,即固定概率与扩散率无关,表明它也与流体平流无关。这些发现可能对理解在(湍流)水流影响下的海洋环境中浮游生物或细菌等微生物种群的动态具有重要意义。

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