4 citations · 6 across the 6 of their papers we have counts for
6 papers
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…
Totally real origami and impossible paper folding
David Auckly, John Cleveland
This paper gives one set of axioms for origami constructions, and describes the set of constructible points under these axioms. The determination of the set of cunstructible points…