International audienceWe show the global stabilization of the chemostat with nonmonotonic growth, adding a new species as a "biological" control, in presence of different removal rates for each species. This result is obtained by an extension of the Competitive Exclusion Principle in the chemostat, for the case of two species with different removal rates and at least one nonmonotonic response
International audienceThis paper deals with a complete analysis of a density-dependent model in a ch...
aeres : ACLInternational audienceThis paper is devoted to the study of the global asymptotic behavio...
AbstractIf a system of several populations of microorganisms compete exploitatively for a single non...
International audienceWe give an new proof of the well-known competitive exclusion principle in the ...
International audienceThis work addresses the problem of robust stabilization of the concentrations ...
Abstract. A model of the chemostat involving two species of microorganisms competing for two perfect...
For microbial species competing for one limiting resource in a chemostat, mathematical models lead 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...
International audienceIn this paper, we consider a competition model between n species in a chemosta...
A model of the chemostat involving two populations of microorganisms competing for two complementary...
Classical chemostat models assume that competition is purely exploitative and mediated via a common,...
International audienceWe propose a model of competition of nn species in a chemostat, with constant ...
Feedback control for chemostat model appears first in [2]. They considered a dilution rate as a feed...
Abstract Competitive exclusion is proved for a discrete-time, size-structured, nonlinear matrix mode...
International audienceThis paper deals with a complete analysis of a density-dependent model in a ch...
aeres : ACLInternational audienceThis paper is devoted to the study of the global asymptotic behavio...
AbstractIf a system of several populations of microorganisms compete exploitatively for a single non...
International audienceWe give an new proof of the well-known competitive exclusion principle in the ...
International audienceThis work addresses the problem of robust stabilization of the concentrations ...
Abstract. A model of the chemostat involving two species of microorganisms competing for two perfect...
For microbial species competing for one limiting resource in a chemostat, mathematical models lead 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...
International audienceIn this paper, we consider a competition model between n species in a chemosta...
A model of the chemostat involving two populations of microorganisms competing for two complementary...
Classical chemostat models assume that competition is purely exploitative and mediated via a common,...
International audienceWe propose a model of competition of nn species in a chemostat, with constant ...
Feedback control for chemostat model appears first in [2]. They considered a dilution rate as a feed...
Abstract Competitive exclusion is proved for a discrete-time, size-structured, nonlinear matrix mode...
International audienceThis paper deals with a complete analysis of a density-dependent model in a ch...
aeres : ACLInternational audienceThis paper is devoted to the study of the global asymptotic behavio...
AbstractIf a system of several populations of microorganisms compete exploitatively for a single non...