Add to ORKGScientific paper on stochastic differential equation models of population growth in a random environment extending previous results on extinction and persistence to the case of density-dependence noise intensities. The paper is contained in the book of Proceedings of the international conference Probability and Statistics in Science and Engineering 2007 (Porto, 2007, organised by the Bernoulli Society)
Based on a deterministic model of population growth with Allee effects, we propose a general stochas...
A stochastic differential equation for a discontinuous Markov process is employed to model the magni...
Refereed scientific paper on stochastic differential equation models of population growth in random ...
Review paper on stochastic differential equation models for the growth and extinction of populations...
The evolution of a population whose size is described by a first order stochastic differential equat...
AbstractWe start by reviewing several results that have been obtained by the author concerning a gen...
Environmental fluctuations often have different impacts on individuals that differ in size, age, or ...
This work is devoted to studying the dynamics of a structured population that is subject to the comb...
A stochastic generalization of the Ricker discrete population model is studied under the assumption ...
AbstractPopulations of biological species are often subject to different types of environmental nois...
We examined the asymptotic rate of population extinction; when the population experien-ces density-d...
Over the past century, nonlinear difference and differential equations have been used to un...
To understand the interplay between environmental stochasticity and Allee effects, we analyse persis...
We consider a range of models that may be used to predict the future persistence of populations, par...
When modelling population dynamics within an ecosystem, there are many factors that need to be consi...
Based on a deterministic model of population growth with Allee effects, we propose a general stochas...
A stochastic differential equation for a discontinuous Markov process is employed to model the magni...
Refereed scientific paper on stochastic differential equation models of population growth in random ...
Review paper on stochastic differential equation models for the growth and extinction of populations...
The evolution of a population whose size is described by a first order stochastic differential equat...
AbstractWe start by reviewing several results that have been obtained by the author concerning a gen...
Environmental fluctuations often have different impacts on individuals that differ in size, age, or ...
This work is devoted to studying the dynamics of a structured population that is subject to the comb...
A stochastic generalization of the Ricker discrete population model is studied under the assumption ...
AbstractPopulations of biological species are often subject to different types of environmental nois...
We examined the asymptotic rate of population extinction; when the population experien-ces density-d...
Over the past century, nonlinear difference and differential equations have been used to un...
To understand the interplay between environmental stochasticity and Allee effects, we analyse persis...
We consider a range of models that may be used to predict the future persistence of populations, par...
When modelling population dynamics within an ecosystem, there are many factors that need to be consi...
Based on a deterministic model of population growth with Allee effects, we propose a general stochas...
A stochastic differential equation for a discontinuous Markov process is employed to model the magni...
Refereed scientific paper on stochastic differential equation models of population growth in random ...