summary:We consider a single-species stochastic logistic model with the population's nonlinear diffusion between two patches. We prove the system is stochastically permanent and persistent in mean, and then we obtain sufficient conditions for stationary distribution and extinction. Finally, we illustrate our conclusions through numerical simulation
The evolution of a population whose size is described by a first order stochastic differential equat...
AbstractWe consider a system of stochastic equations which models the population dynamics of a prey–...
We study the existence and uniqueness of the solution of a non-linear coupled system constituted of ...
summary:We consider a single-species stochastic logistic model with the population's nonlinear diffu...
We analyze the influence of stochastic perturbations on a single-species logistic model with the pop...
This work is devoted to studying the dynamics of a structured population that is subject to the comb...
We consider a system of stochastic equations which models the population dynamics of a prey-predator...
AbstractIn this paper, we consider the effect of diffusion on the species that live in changing patc...
A multi-patch source-sink model with and without intraspecific competition in the sink patches is co...
AbstractIn this paper, we prove that a stochastic logistic population under regime switching control...
Over the past century, nonlinear difference and differential equations have been used to un...
Environmental fluctuations often have different impacts on individuals that differ in size, age, or ...
In this paper we consider the stochastic differential equation (SDE) population model dx(t) = diag(x...
In this paper, we prove that a stochastic logistic population under regime switching controlled by a...
Persistence and extinction of a randomized non-autonomous logistic equation is studied. Sufficient ...
The evolution of a population whose size is described by a first order stochastic differential equat...
AbstractWe consider a system of stochastic equations which models the population dynamics of a prey–...
We study the existence and uniqueness of the solution of a non-linear coupled system constituted of ...
summary:We consider a single-species stochastic logistic model with the population's nonlinear diffu...
We analyze the influence of stochastic perturbations on a single-species logistic model with the pop...
This work is devoted to studying the dynamics of a structured population that is subject to the comb...
We consider a system of stochastic equations which models the population dynamics of a prey-predator...
AbstractIn this paper, we consider the effect of diffusion on the species that live in changing patc...
A multi-patch source-sink model with and without intraspecific competition in the sink patches is co...
AbstractIn this paper, we prove that a stochastic logistic population under regime switching control...
Over the past century, nonlinear difference and differential equations have been used to un...
Environmental fluctuations often have different impacts on individuals that differ in size, age, or ...
In this paper we consider the stochastic differential equation (SDE) population model dx(t) = diag(x...
In this paper, we prove that a stochastic logistic population under regime switching controlled by a...
Persistence and extinction of a randomized non-autonomous logistic equation is studied. Sufficient ...
The evolution of a population whose size is described by a first order stochastic differential equat...
AbstractWe consider a system of stochastic equations which models the population dynamics of a prey–...
We study the existence and uniqueness of the solution of a non-linear coupled system constituted of ...
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