Add to ORKGAbstract. We prove that perturbing the reaction–diffusion equation ut = uxx + (u+) p (p> 1), with time–space white noise produces that solutions explodes with probability one for every initial datum, opposite to the deterministic model where a positive stationary solution exists. 1
We study the interplay between a deterministic process of weak chaos, responsible for the anomalous ...
Population systems are often subject to environmental noise, and our aim is to show that (surprising...
We describe sufficient conditions on the reaction terms and multiplicative noise terms of a stochast...
We prove that perturbing the reactiondiffusion equation ut = uxx + (u+) p p > 1), with timespace whi...
We consider reaction-diffusion equations of KPP type in one spatial di-mension, perturbed by a Fishe...
This paper is concerned with the problem of regularization by noise of systems of reaction–diffusion...
We prove, using coupling arguments, exponential convergence to equilibrium for reaction–diffusion an...
The diffusion of colloids inside an active system-e.g. within a living cell or the dynamics of activ...
In this paper we present a framework for investigating coloured noise in reaction-diffusion systems....
A simple oscillating reaction model subject to additive Gaussian white noise is investigated as the ...
Population systems are often subject to environmental noise, and our aim is to show that (surprising...
AbstractWe study small random perturbations by additive white-noise of a spatial discretization of a...
We are interested in reaction-diffusion equations that model excitable media under the influence of ...
This paper is concerned with the problem of regularization by noise of systems of reaction-diffusion...
A simple oscillating reaction model subject to additive Gaussian white noise is investigated as the ...
We study the interplay between a deterministic process of weak chaos, responsible for the anomalous ...
Population systems are often subject to environmental noise, and our aim is to show that (surprising...
We describe sufficient conditions on the reaction terms and multiplicative noise terms of a stochast...
We prove that perturbing the reactiondiffusion equation ut = uxx + (u+) p p > 1), with timespace whi...
We consider reaction-diffusion equations of KPP type in one spatial di-mension, perturbed by a Fishe...
This paper is concerned with the problem of regularization by noise of systems of reaction–diffusion...
We prove, using coupling arguments, exponential convergence to equilibrium for reaction–diffusion an...
The diffusion of colloids inside an active system-e.g. within a living cell or the dynamics of activ...
In this paper we present a framework for investigating coloured noise in reaction-diffusion systems....
A simple oscillating reaction model subject to additive Gaussian white noise is investigated as the ...
Population systems are often subject to environmental noise, and our aim is to show that (surprising...
AbstractWe study small random perturbations by additive white-noise of a spatial discretization of a...
We are interested in reaction-diffusion equations that model excitable media under the influence of ...
This paper is concerned with the problem of regularization by noise of systems of reaction-diffusion...
A simple oscillating reaction model subject to additive Gaussian white noise is investigated as the ...
We study the interplay between a deterministic process of weak chaos, responsible for the anomalous ...
Population systems are often subject to environmental noise, and our aim is to show that (surprising...
We describe sufficient conditions on the reaction terms and multiplicative noise terms of a stochast...