The noise-induced pattern formation in a population dynamical model of three interacting species in the coexistence regime is investigated. A coupled map lattice of LotkaVolterra equations in the presence of multiplicative noise is used to analyze the spatiotemporal evolution. The spatial correlation of the species concentration as a function of time and of the noise intensity is investigated. A nonmonotonic behavior of the area of the patterns as a function of both noise intensity and evolution time is found
Many theoretical approaches predict the dynamics of interacting populations to be chaotic but that h...
Stochastic reaction-diffusion equations are a popular modelling approach for studying interacting po...
Noise and spatial degrees of freedom characterize most ecosystems. Some aspects of their influence o...
A coupled map lattice of generalized Lotka-Volterra equations in the presence of colored multiplicat...
We analyze the spatio-temporal patterns of two competing species in the presence of two white noise ...
The dynamics of a spatially extended system of two competing species in the presence of two noise so...
We study the spatial distributions of two randomly interacting species, in the presence of an extern...
Real ecosystems are influenced by random fluctuations of environmental parameters, such as temperatu...
A spatially extended Lotka–Volterra system of two competing species in the presence of two correlate...
Noise through its interaction with the nonlinearity of the living systems can give rise to counter-i...
The spatio-temporal dynamics of three interacting species, two preys and one predator, in the presen...
The asymptotic regime of a complex ecosystem with N random interacting species and in the presence o...
Treballs Finals de Màster en Física dels Sistemes Complexos i Biofísica, Facultat de Física, Univers...
The dynamics of a spatially extended system of two competing species in the presence of two noise so...
Interacting populations often create complicated spatiotemporal behavior, and understanding it is a ...
Many theoretical approaches predict the dynamics of interacting populations to be chaotic but that h...
Stochastic reaction-diffusion equations are a popular modelling approach for studying interacting po...
Noise and spatial degrees of freedom characterize most ecosystems. Some aspects of their influence o...
A coupled map lattice of generalized Lotka-Volterra equations in the presence of colored multiplicat...
We analyze the spatio-temporal patterns of two competing species in the presence of two white noise ...
The dynamics of a spatially extended system of two competing species in the presence of two noise so...
We study the spatial distributions of two randomly interacting species, in the presence of an extern...
Real ecosystems are influenced by random fluctuations of environmental parameters, such as temperatu...
A spatially extended Lotka–Volterra system of two competing species in the presence of two correlate...
Noise through its interaction with the nonlinearity of the living systems can give rise to counter-i...
The spatio-temporal dynamics of three interacting species, two preys and one predator, in the presen...
The asymptotic regime of a complex ecosystem with N random interacting species and in the presence o...
Treballs Finals de Màster en Física dels Sistemes Complexos i Biofísica, Facultat de Física, Univers...
The dynamics of a spatially extended system of two competing species in the presence of two noise so...
Interacting populations often create complicated spatiotemporal behavior, and understanding it is a ...
Many theoretical approaches predict the dynamics of interacting populations to be chaotic but that h...
Stochastic reaction-diffusion equations are a popular modelling approach for studying interacting po...
Noise and spatial degrees of freedom characterize most ecosystems. Some aspects of their influence o...
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