A mathematical model of a single population with habitat fragmentation in progress

Del-Valle, Rodrigo; Córdova-Lepe, Fernando; Vigo-Aguiar, Jesús

Keywords: Habitat fragmentation Population abundance Logistic growth

Abstract

For a single species, we considered that the habitat of its population, during certain interval of time, is being fragmented by the emergence of an interior border, which divide it in two disjoint patches. Assuming logistic laws for times before and after the fragmentation interval, we connect past with future to study the abundance on the fragments while they appear. The above is got it by the postulating and analyzing of a natural differential system that rules the abundances of the transition.

Más información

Fecha de publicación: 2014
Año de Inicio/Término: July 3rd-7th, 2014
Página de inicio: 429
Página final: 440
URL: http://cmmse.usal.es/cmmse2016/sites/default/files/volumes/Proceedings%20CMMSE-2014-volume2.pdf