Formation of regular spatial patterns in ratio-dependent predator-prey model driven by spatial colored-noise
Quan-Xing Liu, Zhen Jin
Abstract
Results are reported concerning the formation of spatial patterns in the two-species ratio-dependent predator-prey model driven by spatial colored-noise. The results show that there is a critical value with respect to the intensity of spatial noise for this system when the parameters are in the Turing space, above which the regular spatial patterns appear in two dimensions, but under which there are not regular spatial patterns produced. In particular, we investigate in two-dimensional space the formation of regular spatial patterns with the spatial noise added in the side and the center of the simulation domain, respectively.
Create a lesson
Related papers
Reservoir: A Large-Scale Simulated Dataset for Training and Evaluating Epidemiological Models
Carson Dudley, Reiden Magdaleno, Marisa Eisenberg
What sets the critical genome length for sympatric speciation? A closed form and asymptotic theory
Dan Braha, Marcus A. M. de Aguiar, Vitor M. Marquioni
The emergence and evolution of a referential code in populations of bee-like agents
Grzegorz Chrupała
Tree Buckets and the Reconstruction of Pairs of Phylogenetic Trees
Sky Basire, Michael Hendriksen
Global geometry of the genotype-phenotype map illuminates a trade-off between penetrance and mutational adaptability
Yutaro Ikeda, Kunihiko Kaneko, Tetsuhiro S. Hatakeyama
The Informational Model of the Holobiont: Statistical Tests for Selection and Extension to a Theory of Variable Interactions
Antonio Carvajal-Rodríguez