Add to ORKGWe investigate the approximate controllability of a size- and space-structured population model, for which the control function acts on a subdomain and corresponds to the migration of individuals. We establish the main result via the unique continuation property of the adjoint system. The desired controller is the minimizer of an infinite-dimensional optimization problem. doi:10.1017/S144618111700016
In this article, we study the null controllability of a linear system coming from a population dyna...
Abstract. We consider the internal exact controllability of a linear age and space structured popula...
International audienceIn ecology and population dynamics, gene flow refers to the transfer of a trai...
AbstractWe consider the control problem for a population dynamics model with age dependence, spatial...
AbstractWe prove exact and approximate controllability for a linear age-dependent and spatially stru...
Abstract: We consider a nonlinear age dependent and spatially structured popu-lation dynamics model....
Abstract This paper generalizes a class of controllability problems based on the scale structure pop...
International audienceIn this article, we study the average control of a population dynamic model wi...
In this paper we analyse an approximate controllability result for a nonlinear population dynamics m...
We consider the internal exact controllability of a linear age and space structured population model...
(Communicated by the associate editor name) Abstract. To describe population dynamics, it is crucial...
International audienceTo describe population dynamics, it is crucial to take into account jointly ev...
We introduce the rigorous limit process connecting finite dimensional sparse optimal control problem...
We consider spatial population dynamics on a lattice, following a type of a contact (birth–death) st...
In the present paper we deal with an optimal control problem related to a model in population dynami...
In this article, we study the null controllability of a linear system coming from a population dyna...
Abstract. We consider the internal exact controllability of a linear age and space structured popula...
International audienceIn ecology and population dynamics, gene flow refers to the transfer of a trai...
AbstractWe consider the control problem for a population dynamics model with age dependence, spatial...
AbstractWe prove exact and approximate controllability for a linear age-dependent and spatially stru...
Abstract: We consider a nonlinear age dependent and spatially structured popu-lation dynamics model....
Abstract This paper generalizes a class of controllability problems based on the scale structure pop...
International audienceIn this article, we study the average control of a population dynamic model wi...
In this paper we analyse an approximate controllability result for a nonlinear population dynamics m...
We consider the internal exact controllability of a linear age and space structured population model...
(Communicated by the associate editor name) Abstract. To describe population dynamics, it is crucial...
International audienceTo describe population dynamics, it is crucial to take into account jointly ev...
We introduce the rigorous limit process connecting finite dimensional sparse optimal control problem...
We consider spatial population dynamics on a lattice, following a type of a contact (birth–death) st...
In the present paper we deal with an optimal control problem related to a model in population dynami...
In this article, we study the null controllability of a linear system coming from a population dyna...
Abstract. We consider the internal exact controllability of a linear age and space structured popula...
International audienceIn ecology and population dynamics, gene flow refers to the transfer of a trai...