1 citations · 1 across the 1 of their papers we have counts for
5 papers
Propagation phenomena in KPP-bistable periodic patchy environments
Quentin Griette, François Hamel, Mingmin Zhang +1
This paper first investigates the propagation dynamics of solutions to the Cauchy problem for a one-dimensional reaction-diffusion equation in a spatially periodic environment cons…
Potential flows away from stagnation in infinite cylinders
François Hamel, Aram Karakhanyan
Steady incompressible potential flows of an inviscid or viscous fluid are considered in infinite N-dimensional cylinders with tangential boundary conditions. We show that such flow…
KPP transition fronts in a one-dimensional two-patch habitat
François Hamel, Mingmin Zhang
This paper is concerned with the existence of transition fronts for a one-dimensional twopatch model with KPP reaction terms. Density and flux conditions are imposed at the interfa…
Spreading, flattening and logarithmic lag for reaction-diffusion equations in R^N: old and new results
François Hamel, Luca Rossi
This paper is concerned with the large-time dynamics of bounded solutions of reaction-diffusion equations with bounded or unbounded initial support in R N. We start with a survey o…
Localized and Expanding Entire Solutions of Reaction-Diffusion Equations
F. Hamel, H Ninomiya
This paper is concerned with the spatio-temporal dynamics of nonnegative bounded entire solutions of some reaction-diffusion equations in R N in any space dimension N. The solution…