Asymptotic Behaviors of Solutions for a Class of System of Reaction-diffusion Equations
Runzhang Xu · Harbin Ligong Daxue xuebao · 2007
In this study,the initial boundary value problem for a class of systems of reaction-diffusion equa- tions arising from biophysics is presented.Under some monotone and growth conditions,asymtotic behaviors of so- lutions are obtained by the estimation tools in functional analysis.The results directly reflect long time behaviors of the solutions and the solutions decay to zero exponently.