Add to ORKGAbstract Competitive exclusion is proved for a discrete-time, size-structured, nonlinear matrix model of m-species competition in the chemostat. The winner is the population able to grow at the lowest nutrient concentration. This extends the results of earlier work of the first author [11] where the case m = 2 was treated. Key words and phrases: Chemostat, discrete-time, size-structured model, competi-tive exclusion
This paper deals with a complete analysis of a density-dependent model in a chemostat describing the...
Abstract. In this paper, we propose a two species competition model in a chemostat that uses a distr...
A food web in a chemostat is considered in which an arbitrary number of competitor populations compe...
We give an new proof of the well-known competitive exclusion principle in the chemostat model with N...
Abstract. We study a chemostat model that describes competition between n microbial species for a si...
aeres : ACLInternational audienceThis paper is devoted to the study of the global asymptotic behavio...
Abstract. This paper is devoted to the study of the global asymptotic behavior of a model of chemost...
Abstract. We consider a chemostat model of n species of mi-croorganisms competing for k essential, g...
Abstract. A model of the chemostat involving two species of microorganisms competing for two perfect...
Matrix difference equations have been used to model the discrete time dynamics of a variety of popul...
A model of the chemostat involving two populations of microorganisms competing for two complementary...
We develop a stage-structured model that describes the dynamics of two competing species each of wh...
The study considers two species competing for one limiting nutrient in an open system like the chemo...
For microbial species competing for one limiting resource in a chemostat, mathematical models lead t...
We propose a model of competition of n species in a chemostat, with constant input of some species....
This paper deals with a complete analysis of a density-dependent model in a chemostat describing the...
Abstract. In this paper, we propose a two species competition model in a chemostat that uses a distr...
A food web in a chemostat is considered in which an arbitrary number of competitor populations compe...
We give an new proof of the well-known competitive exclusion principle in the chemostat model with N...
Abstract. We study a chemostat model that describes competition between n microbial species for a si...
aeres : ACLInternational audienceThis paper is devoted to the study of the global asymptotic behavio...
Abstract. This paper is devoted to the study of the global asymptotic behavior of a model of chemost...
Abstract. We consider a chemostat model of n species of mi-croorganisms competing for k essential, g...
Abstract. A model of the chemostat involving two species of microorganisms competing for two perfect...
Matrix difference equations have been used to model the discrete time dynamics of a variety of popul...
A model of the chemostat involving two populations of microorganisms competing for two complementary...
We develop a stage-structured model that describes the dynamics of two competing species each of wh...
The study considers two species competing for one limiting nutrient in an open system like the chemo...
For microbial species competing for one limiting resource in a chemostat, mathematical models lead t...
We propose a model of competition of n species in a chemostat, with constant input of some species....
This paper deals with a complete analysis of a density-dependent model in a chemostat describing the...
Abstract. In this paper, we propose a two species competition model in a chemostat that uses a distr...
A food web in a chemostat is considered in which an arbitrary number of competitor populations compe...