In this paper, we are interested in the nonlinear stability of Dirac-type steady solutions to an integro-differential equation appearing in the study of populations which are structured with respect to a quantative (continuous) trait. We show that stability conditions of adaptive dynamics extend to this model.
29 pages, 4 imagesWe are interested in the dynamics of a population structured by a phenotypic trait...
In this paper, we construct a model to describe the evolutionary epidemiology of spore producing ase...
We study the dynamics of classical solutions of a two-stage structured population model with nonloca...
International audienceIn this paper, we are interested in an integro-differential model that describ...
In this paper, we provide results about the long time behavior of integrodifferential equations appe...
We analyse the asymptotic behaviour of integro-differential equations modelling N populations in int...
We consider an integro-PDE model for a population structured by the spatial variables and a trait va...
We extend the ideas of evolutionary dynamics and stability to a very broad class of biological and o...
We study a parabolic Lotka-Volterra type equation that describes the evolution of a population struc...
We study the dynamics of phenotypically structured populations in environments with fluctua-tions. I...
A Hamilton-Jacobi formulation has been established previously for phenotypically structured populati...
Abstract. We demonstrate a vast expansion of the theory of evolutionary stability to fi-nite populat...
We demonstrate a vast expansion of the theory of evolutionary stability to finite populations with m...
Abstract. In this paper we investigate global stability for a differential equa-tion containing a po...
Oechssler J, Riedel F. On the Dynamic Foundation of Evolutionary Stability in Continuous Models. Jou...
29 pages, 4 imagesWe are interested in the dynamics of a population structured by a phenotypic trait...
In this paper, we construct a model to describe the evolutionary epidemiology of spore producing ase...
We study the dynamics of classical solutions of a two-stage structured population model with nonloca...
International audienceIn this paper, we are interested in an integro-differential model that describ...
In this paper, we provide results about the long time behavior of integrodifferential equations appe...
We analyse the asymptotic behaviour of integro-differential equations modelling N populations in int...
We consider an integro-PDE model for a population structured by the spatial variables and a trait va...
We extend the ideas of evolutionary dynamics and stability to a very broad class of biological and o...
We study a parabolic Lotka-Volterra type equation that describes the evolution of a population struc...
We study the dynamics of phenotypically structured populations in environments with fluctua-tions. I...
A Hamilton-Jacobi formulation has been established previously for phenotypically structured populati...
Abstract. We demonstrate a vast expansion of the theory of evolutionary stability to fi-nite populat...
We demonstrate a vast expansion of the theory of evolutionary stability to finite populations with m...
Abstract. In this paper we investigate global stability for a differential equa-tion containing a po...
Oechssler J, Riedel F. On the Dynamic Foundation of Evolutionary Stability in Continuous Models. Jou...
29 pages, 4 imagesWe are interested in the dynamics of a population structured by a phenotypic trait...
In this paper, we construct a model to describe the evolutionary epidemiology of spore producing ase...
We study the dynamics of classical solutions of a two-stage structured population model with nonloca...
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