Harris S
College of Engineering and Applied Sciences and Marine Sciences Research Center, SUNY, Stony Brook, New York 11794, USA.
Phys Rev E Stat Nonlin Soft Matter Phys. 2002 Sep;66(3 Pt 1):032902. doi: 10.1103/PhysRevE.66.032902. Epub 2002 Sep 24.
We extend the previous results, describing the population dispersal that occurs in some insects and small animal populations when this process is not strictly random, by including both the downgradient diffusion and the full Pearl-Verhulst logistic growth term in the equation of evolution. Motivated by the increasing fragmentation of natural habitats that is the result of human activities, we consider a finite habitat surrounded by a hostile environment. Previous work [Phys Rev. E 62, 4032 (2000)] considered only the case of an unbounded habitat, obviating issues concerned with the critical habitat size and the adoption of strategies best suited to achieve lower densities by dispersal through downgradient diffusion.
我们扩展了先前的结果,通过在演化方程中纳入下坡扩散和完整的珀尔-弗尔胡尔斯特逻辑斯谛增长项,来描述当这一过程并非严格随机时,某些昆虫和小型动物种群中发生的种群扩散情况。鉴于人类活动导致自然栖息地日益碎片化,我们考虑一个被恶劣环境包围的有限栖息地。先前的工作[《物理评论E》62, 4032 (2000)]仅考虑了无界栖息地的情况,回避了与关键栖息地大小以及通过下坡扩散以实现更低密度而采用最适合策略相关的问题。