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Hérau, Frédéric - Laboratoire de Mathématiques Jean Leray, Univeristé de Nantes
HABILITATION DIRIGER DES RECHERCHES prsente
Anisotropic hypoelliptic estimates for Landau-type operators F. Hraua,, K. Pravda-Starovb
Short and long time behavior of the Fokker-Planck equation in a confining potential and applications
Melin-Hormander inequality in a Wiener type pseudo-differential algebra
Fonction maximale associee `a des operateurs pseudodifferentiels semi-bornes
Fefferman's SAK principle in one dimension Frederic Herau
Journees Equations aux derivees partielles Forges-les-Eaux, 37 juin 2002
ESAIM: PROCEEDINGS, October 2011, Vol. 33, p. 22-35 C. Dobrzynski, T. Colin & R. Abgrall, Editors
Isotropic hypoellipticity and trend to the equilibrium for the Fokker-Planck equation
Melin inequality for paradifferential operators and applications
CCuurrrriiccuulluumm VViittaaee HHrraauu FFrrddrriicc
arXiv:math.SP/0406275v114Jun2004 Semiclassical analysis for the Kramers-Fokker-Planck
Journees Equations aux derivees partielles Nantes, 5 9 juin 2000
Tunnel effect and symmetries for Kramers Fokker-Planck type operators
Tunnel effect for Kramers-Fokker-Planck type Frederic Herau
Tunnel effect for Kramers-Fokker-Planck type operators: return to equilibrium and applications
HYPOELLIPTIC ESTIMATES FOR SOME LINEAR DIFFUSIVE KINETIC EQUATIONS
On generalized Ventcel's type boundary conditions for Laplace operator in a bounded domain.
Hypocoercivity and exponential time decay for the linear inhomogeneous relaxation Boltzmann equation
