4 citations · 6 across the 6 of their papers we have counts for
5 papers · 1 filter
Selection Mutation Differential Equations: Long-time Behavior of Measure-Valued Solutions
Azmy S. Akleh, John Cleveland, Horst R. Thieme
We study the long-time behavior of solutions to a measure-valued selection-mutation model that we formulated in \cite{CLEVACK}. We establish permanence results for the full model,…
Valued Consumer Resource Model
John Cleveland
The ideas and techniques developed in \cite{CLEVACK, JC2} are applied to the basic pure selection (no mutation) parametric heterogeneous consumer resource model developed in \cite{…
Evolutionary Dynamics and Lipschitz Maps
John Cleveland
In \cite{ CLEVACKTHI, CLEVACK} an attempt is made to find a comprehensive mathematical framework in which to investigate the problems of well-posedness, asymptotic analysis and par…
Evolutionary Game Theory on Measure Spaces: Asymptotic Behavior of Solutions
John Cleveland, Azmy S. Ackleh
In [12] we formulated an evolutionary game theory model as a dynamical system on the state space of finite signed Borel measures under the weak* topology. The focus of this paper i…
Evolutionary Game Theory on Measure Spaces: Well-Posedness
John Cleveland, Azmy S. Ackleh
An attempt is made to find a comprehensive mathematical framework in which to investigate the problems of well-posedness and asymptotic analysis for fully nonlinear evolutionary ga…