AbstractWe propose a nonlinear model for migrating populations based on a system of population patches. The equations are shown to have a unique global solution under realistic hypotheses. Estimates for solutions and the existence of equilibria are investigated and necessary and sufficient conditions for equilibria are given
AbstractWe develop analytical and numerical tools for the equilibrium solutions of a class of reacti...
We revisit the question of when can dispersal-induced coupling between discrete sink populations cau...
We use an individual-based, spatially realistic metapopulation model to study the evolution of migra...
We propose a nonlinear model for migrating populations based on a system of population patches. The ...
AbstractWe propose a nonlinear model for migrating populations based on a system of population patch...
AbstractA model is presented for a single species population moving in a limited one-dimensional env...
We use an individual-based, spatially realistic metapopulation model to study the evolution of migra...
In this paper, we consider a two-patch model coupled by migration terms, where each patch follows a ...
Simple nonlinear difference equations have been used to describe the growth of populations with nono...
The phenomenon of replacement migration into declining population prompts development of multicompon...
AbstractIn this paper we study the optimal control for some population dynamics problems. We determi...
We use an individual-based, spatially realistic metapopulation model to study the evolution of migra...
The phenomenon of seasonal migration has attracted a wealth of attention from biologists. However, t...
Abstract A computer experiment study of population evolution and its dynamics is pre-sented for two ...
We use an individual-based, spatially realistic metapopulation model to study the evolution of migra...
AbstractWe develop analytical and numerical tools for the equilibrium solutions of a class of reacti...
We revisit the question of when can dispersal-induced coupling between discrete sink populations cau...
We use an individual-based, spatially realistic metapopulation model to study the evolution of migra...
We propose a nonlinear model for migrating populations based on a system of population patches. The ...
AbstractWe propose a nonlinear model for migrating populations based on a system of population patch...
AbstractA model is presented for a single species population moving in a limited one-dimensional env...
We use an individual-based, spatially realistic metapopulation model to study the evolution of migra...
In this paper, we consider a two-patch model coupled by migration terms, where each patch follows a ...
Simple nonlinear difference equations have been used to describe the growth of populations with nono...
The phenomenon of replacement migration into declining population prompts development of multicompon...
AbstractIn this paper we study the optimal control for some population dynamics problems. We determi...
We use an individual-based, spatially realistic metapopulation model to study the evolution of migra...
The phenomenon of seasonal migration has attracted a wealth of attention from biologists. However, t...
Abstract A computer experiment study of population evolution and its dynamics is pre-sented for two ...
We use an individual-based, spatially realistic metapopulation model to study the evolution of migra...
AbstractWe develop analytical and numerical tools for the equilibrium solutions of a class of reacti...
We revisit the question of when can dispersal-induced coupling between discrete sink populations cau...
We use an individual-based, spatially realistic metapopulation model to study the evolution of migra...
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