Анализ стохастических переходов в распределенных моделях с диффузией

Abstract

Spatiotemporal pattern formation examples are found in various fields of science. Study of this process is essential for researching complex dynamical systems. In this work, a distributed reaction-diffusion system is analyzed. It is shown that in the Turing instability zone this system generates various spatial patterns. Stochastic sensitivity of these patterns is investigated and studied.