A Levi Problem on Two-Dimensional Complex Manifolds.
A note on a paper by Andreotti and Hill concerning the Hans Lewy problem
A remark on runge approximation of meromorphic functions
A smooth Pseudoconvex domain without pseudoconvex exhaustion.
Cartan-Thullen theorem for domains spread over ...-spaces.
Closures of open analytic polyhedra
Convexité de l'espace des cycles
Convexité holomorphe intermediaire.
Convexity properties of coverings of smooth projective varieties.
Covering spaces of families of compact Riemann surfaces.
E. E. Levi convexity and the Hans Lewy problem. Part I : reduction to vanishing theorems
Entre les hypersurfaces et les ensembles pseudoconcaves
Espaces de Stein et faisceaux localement libres.
Grauert's line bundle convexity, reduction and Riemann domains
We consider a convexity notion for complex spaces with respect to a holomorphic line bundle over . This definition has been introduced by Grauert and, when is analytically trivial, we recover the standard holomorphic convexity. In this circle of ideas, we prove the counterpart of the classical Remmert’s reduction result for holomorphically convex spaces. In the same vein, we show that if separates each point of , then can be realized as a Riemann domain over the complex projective space...
Holomorphic approximation in infinite-dimensional Riemann domains
Holomorph-prävollständige Resträume zu analytischen Mengen in Steinschen Räumen.
Invariance of Holomorphic Convexity Under Propper Mappings.
Le problème de Lévi pour les espaces homogènes
On matrix Reinhardt domains.
On non-Uniqueness of Complex Geodesies in Convex Bounded Domains
Si studiano «combinazioni convesse complesse» per mappe olomorfe dal disco unità di in un dominio convesso limitato di uno spazio di Banach complesso , e se ne traggono conseguenze sul carattere globale della non unicità per le geodetiche complesse di .