The object of this paper is to study the stability behaviours of the deterministic and stochastic versions of a two-species symmetric competition model. The logistic parameters of the competitive species are perturbed by colored noises or Ornstein-Uhlenbeck processes due to random environment. The Fokker-Planck equation has been used to obtain probability density functions. Here, we have also discussed the relationship between stability behaviours of this model in a deterministic environment and the corresponding model in a stochastic environment
First we deal with a brief introduction of the autotroph-herbivore model system along with determini...
Classical Lotka-Volterra (LV) model for oscillatory behavior of population sizes of two interacting ...
We analyze the spatio-temporal patterns of two competing species in the presence of two white noise ...
AbstractRequirements for stability w.p.l. are developed for a variety of stochastic population model...
AbstractAn exactly solvable stochastic model for two interacting species with a prey-predator relati...
AbstractTemporal variability in resource density is one of the mechanisms that facilitate coexistenc...
This paper deals with a stochastic two-species competitive model. Some very verifiable criteria on t...
Some models of interacting species in a random environment are analyzed. Approximate solutions of th...
Abstract In this paper, we explore dynamic properties of a stochastic cooperation-competition model....
AbstractRecently a deterministic Predator-Prey model which takes into account low predator densities...
Stochastic reaction-diffusion equations are a popular modelling approach for studying interacting po...
A two-species lottery competition model with nonstationary reproduction and mortality rates of both ...
Understanding under what conditions populations, whether they be plants, animals, or viral ...
In this project we studied the well-known generalised Lotka-Volterra model, usually employed in popu...
Populations of competing biological species exhibit a fascinating interplay between the nonlinear dy...
First we deal with a brief introduction of the autotroph-herbivore model system along with determini...
Classical Lotka-Volterra (LV) model for oscillatory behavior of population sizes of two interacting ...
We analyze the spatio-temporal patterns of two competing species in the presence of two white noise ...
AbstractRequirements for stability w.p.l. are developed for a variety of stochastic population model...
AbstractAn exactly solvable stochastic model for two interacting species with a prey-predator relati...
AbstractTemporal variability in resource density is one of the mechanisms that facilitate coexistenc...
This paper deals with a stochastic two-species competitive model. Some very verifiable criteria on t...
Some models of interacting species in a random environment are analyzed. Approximate solutions of th...
Abstract In this paper, we explore dynamic properties of a stochastic cooperation-competition model....
AbstractRecently a deterministic Predator-Prey model which takes into account low predator densities...
Stochastic reaction-diffusion equations are a popular modelling approach for studying interacting po...
A two-species lottery competition model with nonstationary reproduction and mortality rates of both ...
Understanding under what conditions populations, whether they be plants, animals, or viral ...
In this project we studied the well-known generalised Lotka-Volterra model, usually employed in popu...
Populations of competing biological species exhibit a fascinating interplay between the nonlinear dy...
First we deal with a brief introduction of the autotroph-herbivore model system along with determini...
Classical Lotka-Volterra (LV) model for oscillatory behavior of population sizes of two interacting ...
We analyze the spatio-temporal patterns of two competing species in the presence of two white noise ...