5 problems

Consider the two-species competition patch model with equal drift rates $q_1=q_2=q>0$, and let $(\bm{\tilde u},\bm 0)$ and $(\bm 0,\bm{\tilde v})$ denote the two semi-trivial equil…

Let $n$ be the number of patches, let $(Q_{kj})$ be the drift pattern, and consider the two-species competition patch model in a Y-shaped river network. The drift pattern is not di…

Consider the reaction-diffusion competition model given by equations --. Let $\sum$ be the set of diffusion pairs $(d_1,d_2)\in(0,\infty)^2$ for which $(u^*,0)$ is stable, and let…

Consider the reaction-diffusion competition model given by equations --. Let $\sum$ be the set of diffusion pairs $(d_1,d_2)\in(0,\infty)^2$ for which $(u^*,0)$ is stable, and let…

Consider the competition model given by equations, with $p=q=1$, and assume … The competitors coexist. Critical-window conjecture. There is a critical window…