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math.AP2022★ 1 cited
Asymptotic one-dimensional symmetry for the Fisher-KPP equation
François Hamel, Luca Rossi
Let be a solution of the Fisher-KPP equation We address the following question: does become locally planar as $t\to…
math.AP2015
Nonexistence of nonconstant solutions of some degenerate Bellman equations and applications to stochastic control
Martino Bardi, Annalisa Cesaroni, Luca Rossi
For a class of Bellman equations in bounded domains we prove that sub- and supersolutions whose growth at the boundary is suitably controlled must be constant. The ellipticity of t…
math.AP2014
Admissible speeds of transition fronts for non-autonomous monostable equations
Francois Hamel, Luca Rossi
We consider a reaction-diffusion equation with a nonlinear term of the Fisher-KPP type, depending on time and admitting two limits as . We derive the set of admi…