AbstractFor three- and four-dimensional cooperative systems, we show that every forward semi-orbit converges to an equilibrium if every forward semi-orbit has compact closure and every equilibrium is Liapunov stable
Cooperative dynamics are common in ecology, population dynamics and in generalised compartment model...
Qin [J. Eco. Th., 1996] recently showed that in a game of endogenous formation of cooperation struct...
We provide conditions that guarantee existence, uniqueness and stability of strictly positive equili...
AbstractFor three- and four-dimensional cooperative systems, we show that every forward semi-orbit c...
AbstractFor 3-dimensional systems that are competitive or cooperative we present new criteria for ex...
Building on recent work on homogeneous cooperative systems, we extend results concerning stability o...
This note deals with the constant control problem for homogeneous cooperative and irreducible system...
for homogeneous cooperative and irreducible systems. These systems serve as models for positive syst...
We introduce a nonlinear definition of D-stability, extending the usual concept for positive linear ...
A vector field in n-space determines a competitive (or cooperative) system of differential equations...
A vector field in n-space determines a competitive (or cooperative) system of differentialequations...
We introduce a nonlinear definition of D-stability, extending the usual concept for positive linear...
AbstractWe prove that for a three-dimensional Lotka-Volterra system, if its interaction matrix is Vo...
Abstract In this paper, a May cooperative system with strong and weak cooperative partners is propos...
AbstractThe fundamental property of strongly monotone systems, and strongly cooperative systems in p...
Cooperative dynamics are common in ecology, population dynamics and in generalised compartment model...
Qin [J. Eco. Th., 1996] recently showed that in a game of endogenous formation of cooperation struct...
We provide conditions that guarantee existence, uniqueness and stability of strictly positive equili...
AbstractFor three- and four-dimensional cooperative systems, we show that every forward semi-orbit c...
AbstractFor 3-dimensional systems that are competitive or cooperative we present new criteria for ex...
Building on recent work on homogeneous cooperative systems, we extend results concerning stability o...
This note deals with the constant control problem for homogeneous cooperative and irreducible system...
for homogeneous cooperative and irreducible systems. These systems serve as models for positive syst...
We introduce a nonlinear definition of D-stability, extending the usual concept for positive linear ...
A vector field in n-space determines a competitive (or cooperative) system of differential equations...
A vector field in n-space determines a competitive (or cooperative) system of differentialequations...
We introduce a nonlinear definition of D-stability, extending the usual concept for positive linear...
AbstractWe prove that for a three-dimensional Lotka-Volterra system, if its interaction matrix is Vo...
Abstract In this paper, a May cooperative system with strong and weak cooperative partners is propos...
AbstractThe fundamental property of strongly monotone systems, and strongly cooperative systems in p...
Cooperative dynamics are common in ecology, population dynamics and in generalised compartment model...
Qin [J. Eco. Th., 1996] recently showed that in a game of endogenous formation of cooperation struct...
We provide conditions that guarantee existence, uniqueness and stability of strictly positive equili...
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