In the present paper, we consider a mathematical model of two microbial species competing for two complementary nutirents with internal storage and different removal rates. The competitive exclusion, coexistence, and bi-stabilty are predicted in this model as those in the two-species Lotka-Volterra competition model. 1
This thesis deals with the study of competition models of several species of microorganisms on two c...
This thesis focuses on the mathematical analysis of models of several species in competition on a si...
We study a model of the chemostat with several species in competition on a single resource. We take ...
Abstract. We study a chemostat model that describes competition between n microbial species for a si...
AbstractThis paper examines a system of reaction–diffusion equations arising from a mathematical mod...
International audienceIn this paper, we consider the mathematical model of two microbial species com...
<div><p>We theoretically study the dynamics of two interacting microbial species in the chemostat. T...
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 and in...
For microbial species competing for one limiting resource in a chemostat, mathematical models lead t...
In this paper, we discuss the competition of two species for a single essential growth-limiting nutr...
We theoretically study the dynamics of two interacting microbial species in the chemostat. These spe...
After formulating a general model involving two populations of microorganisms competing for two nonr...
International audienceThis paper deals with a complete analysis of a density-dependent model in a ch...
This thesis focuses on the mathematical analysis of models of several species in competition on a si...
This thesis deals with the study of competition models of several species of microorganisms on two c...
This thesis focuses on the mathematical analysis of models of several species in competition on a si...
We study a model of the chemostat with several species in competition on a single resource. We take ...
Abstract. We study a chemostat model that describes competition between n microbial species for a si...
AbstractThis paper examines a system of reaction–diffusion equations arising from a mathematical mod...
International audienceIn this paper, we consider the mathematical model of two microbial species com...
<div><p>We theoretically study the dynamics of two interacting microbial species in the chemostat. T...
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 and in...
For microbial species competing for one limiting resource in a chemostat, mathematical models lead t...
In this paper, we discuss the competition of two species for a single essential growth-limiting nutr...
We theoretically study the dynamics of two interacting microbial species in the chemostat. These spe...
After formulating a general model involving two populations of microorganisms competing for two nonr...
International audienceThis paper deals with a complete analysis of a density-dependent model in a ch...
This thesis focuses on the mathematical analysis of models of several species in competition on a si...
This thesis deals with the study of competition models of several species of microorganisms on two c...
This thesis focuses on the mathematical analysis of models of several species in competition on a si...
We study a model of the chemostat with several species in competition on a single resource. We take ...
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