- Front propagation in periodic excitable media Henri Berestycki a and Francois Hamel b
- Solutions of semilinear elliptic equations in IRN with conical-shaped level sets
- Asymptotic behavior of solutions of semilinear elliptic equations in unbounded
- Rearrangement inequalities and applications to isoperimetric problems for eigenvalues
- Uniqueness from pointwise observations in a multi-parameter inverse problem
- Uniqueness and stability properties of monostable pulsating fronts
- Fast propagation for KPP equations with slowly decaying initial conditions
- Spreading speeds in slowly oscillating environments
- The speed of propagation for KPP type problems. II -General domains
- Bistable travelling waves around an obstacle Henri Berestycki a, Francois Hamel b and Hiroshi Matano c
- Asymptotic spreading in heterogeneous diffusive excitable media
- Non-adiabatic KPP fronts with an arbitrary Lewis number Francois Hamel
- Quenching and propagation in KPP reaction-diffusion equations with a heat loss
- Analysis of the periodically fragmented environment II -Biological invasions and pulsating travelling fronts.
- Stability of travelling waves in a model for conical flames in two space
- Travelling fronts and entire solutions of the Fisher-KPP equation in IRN
- Non-existence of travelling fronts solutions of some bistable reaction-diffusion equations
- Existence of non-planar solutions of a simple model of premixed Bunsen flames
- Homogenization and influence of fragmentation in a biological invasion model
- Existence and uniqueness for a free boundary problem arising in combustion
- Travelling fronts for the thermodiffusive system with arbitrary Lewis numbers
- A viscosity solution method for the spreading speed formula in slowly varying media
- One-dimensional symmetry of bounded entire solutions of some
- Qualitative properties of monostable pulsating fronts : exponential decay and
- Entire Solutions of the KPP Equation Universit Paris VI
- Liouville type results for semilinear elliptic equations in unbounded domains
- Formules min-max pour les vitesses d'ondes progressives multidimensionnelles
- Traveling Waves with Paraboloid Like Interfaces for Balanced Bistable Dynamics
- Heteroclinic connections for multidimensional bistable reaction-diffusion
- Recolonisation by diffusion can generate increasing rates of L. Roques a,*, F. Hamel b , J. Fayard a , B. Fady c
- Generalized travelling waves for reaction-diffusion equations Henri Berestycki and Francois Hamel
- Spreading speeds for some reaction-diffusion equations with general initial conditions
- Mathematical analysis of the optimal habitat configurations for species persistence
- A Faber-Krahn inequality with drift Francois Hamel a, Nikolai Nadirashvili b and Emmanuel Russ a
- Conical-shaped travelling fronts applied to the mathematical analysis of the shape of
- Existence and qualitative properties of multidimensional conical bistable fronts
- Existence of multidimensional travelling fronts with a multistable nonlinearity
- Reduction of linear kinetic systems with multiple scales
- Front propagation for discrete periodic monostable equations
- Asymptotic properties and classification of bistable fronts with Lipschitz level sets
- Extinction vs. persistence in strong oscillating flows
- Two-Dimensional Curved Fronts in a Periodic Shear Flow
- Spreading properties and complex dynamics for monostable reaction-diffusion equations
- Success rate of a biological invasion in terms of the spatial distribution of the founding population
- Generalized transition waves and their Henri Berestycki a and Francois Hamel b
- Propagation and blocking in periodically hostile environments
- Inside dynamics of pulled and pushed fronts Jimmy Garnier a,b, Thomas Giletti b, Francois Hamel b,c & Lionel Roques a
