Add to ORKGLet me begin with a disclaimer. This is a report on work in progress, so not everything is in its nal form. Travelling waves are a common phenomenon in partial dierential equations, and many hundreds of papers have been written on th
We derive transport equations from a general class of equations of form iu(t) = H(X,D)u + V(X,D)u wh...
Propagation of waves in a random medium is studied under the "quasioptics" and the "Markov random pr...
Inspired by applications, we consider reaction-diffusion equations on R that are stochastically forc...
AbstractConsider the stochastic partial differential equation [formula] where Ẇ =Ẇ(t, x) is two-para...
We consider the one-dimensional KPP-equation driven by space-time white noise and extend the constru...
With an appendix by J.G. GainesConsiglio Nazionale delle Ricerche (CNR). Biblioteca Centrale / CNR -...
We study the existence and propagation of approximate travelling waves of generalized KPP equations ...
Recently Harris using probabilistic methods alone has given new proofs for the known existence asym...
We consider reaction-diffusion equations of KPP type in one spatial di-mension, perturbed by a Fishe...
Recently Harris using probabilistic arguments alone has given new proofs of the known existence asy...
We consider the one-dimensional Kolmogorov equation driven by a particular space-time white noise te...
In this work we present examples of the effects of noise on the solution of a partial differential e...
5 pagesWe calculate exactly the velocity and diffusion constant of a microscopic stochastic model of...
We consider the existence of approximate travelling waves of generalized KPP equations in which the ...
We consider the one-dimensional Kolmogorov equation driven by a particular space-time white noise te...
We derive transport equations from a general class of equations of form iu(t) = H(X,D)u + V(X,D)u wh...
Propagation of waves in a random medium is studied under the "quasioptics" and the "Markov random pr...
Inspired by applications, we consider reaction-diffusion equations on R that are stochastically forc...
AbstractConsider the stochastic partial differential equation [formula] where Ẇ =Ẇ(t, x) is two-para...
We consider the one-dimensional KPP-equation driven by space-time white noise and extend the constru...
With an appendix by J.G. GainesConsiglio Nazionale delle Ricerche (CNR). Biblioteca Centrale / CNR -...
We study the existence and propagation of approximate travelling waves of generalized KPP equations ...
Recently Harris using probabilistic methods alone has given new proofs for the known existence asym...
We consider reaction-diffusion equations of KPP type in one spatial di-mension, perturbed by a Fishe...
Recently Harris using probabilistic arguments alone has given new proofs of the known existence asy...
We consider the one-dimensional Kolmogorov equation driven by a particular space-time white noise te...
In this work we present examples of the effects of noise on the solution of a partial differential e...
5 pagesWe calculate exactly the velocity and diffusion constant of a microscopic stochastic model of...
We consider the existence of approximate travelling waves of generalized KPP equations in which the ...
We consider the one-dimensional Kolmogorov equation driven by a particular space-time white noise te...
We derive transport equations from a general class of equations of form iu(t) = H(X,D)u + V(X,D)u wh...
Propagation of waves in a random medium is studied under the "quasioptics" and the "Markov random pr...
Inspired by applications, we consider reaction-diffusion equations on R that are stochastically forc...