d' d'', d''-cohomologies et intégration sur les cycles analytiques.
Das Modularproblem für holomorphe Einbettungen mit konkaver Umgebungsstruktur.
Density of Morse Functions on a Complex Space.
Derivees tangentielles des fonctions de la classe dans les domaines de type fini de ℂ²
Let Ω be a domain of finite type in ℂ² and let f be a function holomorphic in Ω and belonging to . We prove the existence of boundary values for some suitable derivatives of f of order greater than k. The gain of derivatives holds in the complex-tangential direction and it is precisely related to the geometry of ∂Ω. Then we prove a property of non-isotropic Hölder regularity for these boundary values. This generalizes some results given by J. Bruna and J. M. Ortega for the unit ball.
Die Cauchy-Riemannschen Differentialgleichungen auf streng pseudokonvexen Gebieten: Stetige Randwerte.
Differentiability of the Bergman Kernel and Pseudo-Local Estimates.
Distortions of a bounded domain by holomorphic mappings.
Distribution des valeurs des fonctions analytiques multiformes
Domains which are locally uniformly linearly convex in the Kobayashi distance.
Domains with Finite Dimensional Bergman Space.
Duality and distribution cohomology of manifolds
Duality on complex spaces