[[abstract]]In this paper, we study the minimal speed of traveling wave solutions for a diffusive three species competition system. Our main concern is the linear determinacy for the minimal speed. We provide some conditions on the parameters of the competition system such that the linear determinacy is assured. The main idea is by studying the linear determinacy of the corresponding approximated lattice dynamical systems and using the discrete Fourier transform.[[notice]]補正完
This article studies the minimal wave speed of traveling wave solutions in an integrodifference pred...
We are concerned with the sign of traveling wave speed in bistable dynamics. This question is relate...
Abstract In this paper we study mono-stable traveling wave solutions for a Lotka-Volterra reaction-d...
[[abstract]]We study the existence of traveling wave front solutions for a three species competition...
100學年度研究獎補助論文[[abstract]]We study the minimal speed for a two species competition system with monost...
AbstractFor a reaction–diffusion system that serves as a 2-species Lotka–Volterra diffusive competit...
In this paper, the invasive speed selection of the monostable travelling wave for a three-component ...
[[abstract]]In this series of lectures, we shall discuss the traveling front solutions for a lattice...
[[abstract]]We study the traveling wave solutions for a three-component lattice dynamical system. Th...
[[abstract]]We study the stability and uniqueness of nonzero speed traveling waves for a three-compo...
This article concerns a three-component delayed lattice dynamical system arising in competition mod...
Abstract This paper deals with the minimal wave speed of delayed lattice dynamical systems. We obtai...
AbstractWe study traveling front solutions for a two-component system on a one-dimensional lattice. ...
[[abstract]]We study traveling front solutions for a two-component system on a one-dimensional latti...
[[abstract]]In this thesis, we study a two-component competition system in one dimensional lattice i...
This article studies the minimal wave speed of traveling wave solutions in an integrodifference pred...
We are concerned with the sign of traveling wave speed in bistable dynamics. This question is relate...
Abstract In this paper we study mono-stable traveling wave solutions for a Lotka-Volterra reaction-d...
[[abstract]]We study the existence of traveling wave front solutions for a three species competition...
100學年度研究獎補助論文[[abstract]]We study the minimal speed for a two species competition system with monost...
AbstractFor a reaction–diffusion system that serves as a 2-species Lotka–Volterra diffusive competit...
In this paper, the invasive speed selection of the monostable travelling wave for a three-component ...
[[abstract]]In this series of lectures, we shall discuss the traveling front solutions for a lattice...
[[abstract]]We study the traveling wave solutions for a three-component lattice dynamical system. Th...
[[abstract]]We study the stability and uniqueness of nonzero speed traveling waves for a three-compo...
This article concerns a three-component delayed lattice dynamical system arising in competition mod...
Abstract This paper deals with the minimal wave speed of delayed lattice dynamical systems. We obtai...
AbstractWe study traveling front solutions for a two-component system on a one-dimensional lattice. ...
[[abstract]]We study traveling front solutions for a two-component system on a one-dimensional latti...
[[abstract]]In this thesis, we study a two-component competition system in one dimensional lattice i...
This article studies the minimal wave speed of traveling wave solutions in an integrodifference pred...
We are concerned with the sign of traveling wave speed in bistable dynamics. This question is relate...
Abstract In this paper we study mono-stable traveling wave solutions for a Lotka-Volterra reaction-d...