Add to ORKGAbstract. We study the traveling wave front solutions for a two-dimensional periodic lattice dynamical system with monostable nonlinearity. We first show that there is a minimal speed such that a traveling wave solution exists if and only if its speed is above this minimal speed. Then we prove that any wave profile is strictly monotone. Finally, we derive the convergence of discretized minimal speed to the continuous minimal speed. 1
100學年度研究獎補助論文[[abstract]]We study a Lotka–Volterra type competition system with bistable nonlinearit...
Abstract This paper deals with the minimal wave speed of delayed lattice dynamical systems. We obtai...
[[abstract]]We study the existence of traveling wave front solutions for a three species competition...
[[abstract]]We study traveling waves for a two-dimensional lattice dynamical system with monostable ...
Abstract. This paper deals with the front propagation for discrete periodic monostable equations. We...
Abstract. We study the traveling waves for a lattice dynamical system with monostable non-linearity ...
AbstractWe study the traveling waves for a lattice dynamical system with monostable nonlinearity in ...
AbstractWe study traveling front solutions for a two-component system on a one-dimensional lattice. ...
[[abstract]]In this series of lectures, we shall discuss the traveling front solutions for a 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...
We study traveling waves for a two-dimensional lattice dynamical system with bistable nonlinearity i...
[[abstract]]We study traveling wave solutions for a lattice dynamical system with convolution type n...
AbstractThis paper is devoted to the development of the theory of spreading speeds and traveling wav...
In this paper, we derive a lattice model for a single species in a two dimensional patchy environmen...
100學年度研究獎補助論文[[abstract]]We study a Lotka–Volterra type competition system with bistable nonlinearit...
Abstract This paper deals with the minimal wave speed of delayed lattice dynamical systems. We obtai...
[[abstract]]We study the existence of traveling wave front solutions for a three species competition...
[[abstract]]We study traveling waves for a two-dimensional lattice dynamical system with monostable ...
Abstract. This paper deals with the front propagation for discrete periodic monostable equations. We...
Abstract. We study the traveling waves for a lattice dynamical system with monostable non-linearity ...
AbstractWe study the traveling waves for a lattice dynamical system with monostable nonlinearity in ...
AbstractWe study traveling front solutions for a two-component system on a one-dimensional lattice. ...
[[abstract]]In this series of lectures, we shall discuss the traveling front solutions for a 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...
We study traveling waves for a two-dimensional lattice dynamical system with bistable nonlinearity i...
[[abstract]]We study traveling wave solutions for a lattice dynamical system with convolution type n...
AbstractThis paper is devoted to the development of the theory of spreading speeds and traveling wav...
In this paper, we derive a lattice model for a single species in a two dimensional patchy environmen...
100學年度研究獎補助論文[[abstract]]We study a Lotka–Volterra type competition system with bistable nonlinearit...
Abstract This paper deals with the minimal wave speed of delayed lattice dynamical systems. We obtai...
[[abstract]]We study the existence of traveling wave front solutions for a three species competition...