Lawson Daniel, Jensen Henrik Jeldtoft
Department of Mathematics, Imperial College London, South Kensington Campus, London, SW7 2AZ, UK.
J Theor Biol. 2006 Aug 7;241(3):590-600. doi: 10.1016/j.jtbi.2005.12.018. Epub 2006 Feb 3.
Models relating to the species-area curve usually assume the existence of species, and are concerned mainly with ecological timescales. We examine an individual-based model of co-evolution on a spatial lattice based on the tangled nature model in which species are emergent structures, and show that reproduction, mutation and dispersion by diffusion, with interaction via genotype space, produces power-law species-area relations as observed in ecological measurements at medium scales. We find that long-lasting co-evolutionary habitats form, allowing high diversity levels in a spatially homogenous system.
与物种 - 面积曲线相关的模型通常假定物种的存在,并且主要关注生态时间尺度。我们基于缠结性质模型研究了在空间晶格上的个体共同进化模型,在该模型中物种是涌现结构,并表明通过扩散进行的繁殖、突变和扩散,以及通过基因型空间的相互作用,会产生如在中等尺度的生态测量中观察到的幂律物种 - 面积关系。我们发现形成了持久的共同进化栖息地,从而在空间均匀的系统中实现了高多样性水平。