Complete Intersections in Stein Manifolds.
Complete pluripolar graphs in
Let F be the Cartesian product of N closed sets in ℂ. We prove that there exists a function g which is continuous on F and holomorphic on the interior of F such that is complete pluripolar in . Using this result, we show that if D is an analytic polyhedron then there exists a bounded holomorphic function g such that is complete pluripolar in . These results are high-dimensional analogs of the previous ones due to Edlund [Complete pluripolar curves and graphs, Ann. Polon. Math. 84 (2004), 75-86]...
Complex analytic properties of certain uniform Fréchet-Schwartz algebras
Complex Kergin interpolation and the Fantappiè transform.
Complex spaces with plenty of Stein subvarieties.
Complexification of proper hamiltonian -spaces
Condition and Fefferman's mapping theorem.
Constructions de fonctions holomorphes bornées
Convexité de l'espace des cycles
Convexité holomorphe intermediaire.
Convexity properties of coverings of smooth projective varieties.
Corrigendum - An approximation theorem related to good compact sets in the sense of Martineau
Cousin-I spaces and domains of holomorphy
We prove that a Cousin-I open set D of an irreducible projective surface X is locally Stein at every boundary point which lies in . In particular, Cousin-I proper open sets of ℙ² are Stein. We also study K-envelopes of holomorphy of K-complete spaces.
Covering spaces of families of compact Riemann surfaces.
Cyclic Extensions of Banach Algebras.