In this paper we construct a simple mathematical model for infectious disease in a pradator-prey system, and study the speeds of travelling wave solutions of this model. We present a method of estimation of speeds and make a numerical study about this matter
We propose two disease transmission models: the SI model with di®u-sive terms as a model for transmi...
In this article, we are interested in a non-monotone system of logistic reaction-diffusion equations...
In this article we consider a mathematical model of malaria transmission. We investigate both a red...
This paper presents the travelling wave solution for an SIR endemic disease model with no disease re...
Traveling waves are analyzed in a model of the hantavirus infection in deer mice. The existence of t...
A one-dimensional lattice of SIR (susceptible/infected/removed) epidemic centres is considered numer...
This article studies the minimal wave speed of traveling wave solutions in an integrodifference pred...
AbstractThe theory of asymptotic speeds of spread and monotone traveling waves for monotone semiflow...
Based on Codeço’s cholera model (2001), an epidemic cholera model that incorporates the pathogen dif...
We present the travelling wave solution for a Susceptible, Exposed, Infective and Removed (SEIR) epi...
We consider an epidemic model with direct transmission given by a system of nonlinear partial differ...
In this work several models of fungal disease propagation are considered. They consist of reaction-d...
Abstract. We investigate the structure of travelling waves for a model of a fungal disease propa-gat...
This paper is concerned with a lattice dynamical system modeling the evolution of susceptible and in...
International audienceThis work is devoted to the study of a singular reaction--diffusion system ari...
We propose two disease transmission models: the SI model with di®u-sive terms as a model for transmi...
In this article, we are interested in a non-monotone system of logistic reaction-diffusion equations...
In this article we consider a mathematical model of malaria transmission. We investigate both a red...
This paper presents the travelling wave solution for an SIR endemic disease model with no disease re...
Traveling waves are analyzed in a model of the hantavirus infection in deer mice. The existence of t...
A one-dimensional lattice of SIR (susceptible/infected/removed) epidemic centres is considered numer...
This article studies the minimal wave speed of traveling wave solutions in an integrodifference pred...
AbstractThe theory of asymptotic speeds of spread and monotone traveling waves for monotone semiflow...
Based on Codeço’s cholera model (2001), an epidemic cholera model that incorporates the pathogen dif...
We present the travelling wave solution for a Susceptible, Exposed, Infective and Removed (SEIR) epi...
We consider an epidemic model with direct transmission given by a system of nonlinear partial differ...
In this work several models of fungal disease propagation are considered. They consist of reaction-d...
Abstract. We investigate the structure of travelling waves for a model of a fungal disease propa-gat...
This paper is concerned with a lattice dynamical system modeling the evolution of susceptible and in...
International audienceThis work is devoted to the study of a singular reaction--diffusion system ari...
We propose two disease transmission models: the SI model with di®u-sive terms as a model for transmi...
In this article, we are interested in a non-monotone system of logistic reaction-diffusion equations...
In this article we consider a mathematical model of malaria transmission. We investigate both a red...
DOI
Add to ORKG