AbstractWe consider a strongly coupled nonlinear parabolic system which arises in population dynamics in n-dimensional domains (n⩾1). We prove the global existence of classical solutions to the system for n<10
AbstractIn this paper, we study a strongly coupled parabolic system with cross diffusion term which ...
AbstractWe study a system where the equations are coupled by transport and reaction terms. In the ge...
AbstractIn this paper, an n-species strongly coupled cooperating diffusive system is considered in a...
AbstractWe consider a strongly coupled nonlinear parabolic system which arises in population dynamic...
AbstractThe global existence of non-negative weak solutions to a strongly coupled parabolic system a...
Abstract. We consider a strongly-coupled nonlinear parabolic system which arises from population dyn...
AbstractUniform boundedness and convergence of global solutions are proved for quasilinear parabolic...
AbstractThe global existence of non-negative weak solutions to a strongly coupled parabolic system a...
This thesis is devoted to the study of parabolic systems of partial differential equations arising i...
International audienceWe prove global existence in time of solutions to relaxed conservative cross d...
This thesis is devoted to the study of parabolic systems of partial differential equations arising i...
International audienceWe prove global existence in time of solutions to relaxed conservative cross d...
International audienceWe prove global existence in time of solutions to relaxed conservative cross d...
International audienceWe prove global existence in time of solutions to relaxed conservative cross d...
International audienceWe prove global existence in time of solutions to relaxed conservative cross d...
AbstractIn this paper, we study a strongly coupled parabolic system with cross diffusion term which ...
AbstractWe study a system where the equations are coupled by transport and reaction terms. In the ge...
AbstractIn this paper, an n-species strongly coupled cooperating diffusive system is considered in a...
AbstractWe consider a strongly coupled nonlinear parabolic system which arises in population dynamic...
AbstractThe global existence of non-negative weak solutions to a strongly coupled parabolic system a...
Abstract. We consider a strongly-coupled nonlinear parabolic system which arises from population dyn...
AbstractUniform boundedness and convergence of global solutions are proved for quasilinear parabolic...
AbstractThe global existence of non-negative weak solutions to a strongly coupled parabolic system a...
This thesis is devoted to the study of parabolic systems of partial differential equations arising i...
International audienceWe prove global existence in time of solutions to relaxed conservative cross d...
This thesis is devoted to the study of parabolic systems of partial differential equations arising i...
International audienceWe prove global existence in time of solutions to relaxed conservative cross d...
International audienceWe prove global existence in time of solutions to relaxed conservative cross d...
International audienceWe prove global existence in time of solutions to relaxed conservative cross d...
International audienceWe prove global existence in time of solutions to relaxed conservative cross d...
AbstractIn this paper, we study a strongly coupled parabolic system with cross diffusion term which ...
AbstractWe study a system where the equations are coupled by transport and reaction terms. In the ge...
AbstractIn this paper, an n-species strongly coupled cooperating diffusive system is considered in a...
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