A Global Construction for Pseudo-Differential Operators with Non-Involutive Characteristcs.
A model for Toepliz operators in the space of entire functions of exponential type
Analyse harmonique non linéaire
B-Functions and Holonomic Systems. Rationality of Roots of B-Functions
Calcul pseudodifférentiel -adique
Complément sur le noyau de Bergman
Construction de paramétrixes pour des opérateurs pseudodifférentiels caractéristiques sur la réunion de deux cônes lissés
Déformations différentielles à coefficients constants et produits de Moyal généralisés
Équations elliptiques fuchsiennes du second ordre et valeurs propres asymptotiques (suite)
Équations elliptiques fuchsiennes du second ordre et valeurs propres asymptotiques
Examples of non-local time dependent or parabolic Dirichlet spaces
In [23] M. Pierre introduced parabolic Dirichlet spaces. Such spaces are obtained by considering certain families of Dirichlet forms. He developed a rather far-reaching and general potential theory for these spaces. In particular, he introduced associated capacities and investigated the notion of related quasi-continuous functions. However, the only examples given by M. Pierre in [23] (see also [22]) are Dirichlet forms arising from strongly parabolic differential operators of second order. To...
Extension of analytic number theory and the theory of regularized harmonic series from Dirichlet series to Bessel series.
Formule de Poisson pour les variétés riemanniennes.
Fractional Derivatives and Fractional Powers as Tools in Understanding Wentzell Boundary Value Problems for Pseudo-Differential Operators Generating Markov Processes
Mathematics Subject Classification: 26A33, 31C25, 35S99, 47D07.Wentzell boundary value problem for pseudo-differential operators generating Markov processes but not satisfying the transmission condition are not well understood. Studying fractional derivatives and fractional powers of such operators gives some insights in this problem. Since an L^p – theory for such operators will provide a helpful tool we investigate the L^p –domains of certain model operators.* This work is partially supported...
Function spaces related to continuous negative definite functions: ψ-Bessel potential spaces [Book]
Holomorphic perturbation of a system of micro-differential equations
Intrinsic microlocal analysis and inversion formulae for the heat equation on compact real-analytic riemannian manifolds
Le calcul pseudo-différentiel attaché au groupe des transformations du demi-plan de Poincaré
Le papillon de Hofstadter revisité
LP and Lipschitz Estimates for the ... Equation and the ...-Neumann Problem.