Microlocalisation tempérée
Non-solvability of the tangential -systems
We prove that for a real analytic generic submanifold of whose Levi-form has constant rank, the tangential -system is non-solvable in degrees equal to the numbers of positive and negative Levi-eigenvalues. This was already proved in [1] in case the Levi-form is non-degenerate (with non-necessarily real analytic). We refer to our forthcoming paper [7] for more extensive proofs.
On extensions of the Mittag-Leffler theorem
The classical Mittag-Leffler theorem on meromorphic functions is extended to the case of functions and hyperfunctions belonging to the kernels of linear partial differential operators with constant coefficients.
Problème de Cauchy pour les hyperfonctions à croissance
Problèmes d'interpolation dans quelques espaces de fonctions non entières
Remarques sur les suites d'unicité et l'analyticité partielle
The micro-support of the complex defined by a convolution operator in tube domains
О голоморфном продолжении -гиперфункций в фиксированную область.
О голоморфном продолжении гиперфункций