Calculus inequalities derived from holomorphic Morse inequalities.
Canvexité rationnelle des surfaces lagrangiennes.
Carleman's formulas and conditions of analytic extendability
Cartan-Chern-Moser theory on algebraic hypersurfaces and an application to the study of automorphism groups of algebraic domains
For a strongly pseudoconvex domain defined by a real polynomial of degree , we prove that the Lie group can be identified with a constructible Nash algebraic smooth variety in the CR structure bundle of , and that the sum of its Betti numbers is bounded by a certain constant depending only on and . In case is simply connected, we further give an explicit but quite rough bound in terms of the dimension and the degree of the defining polynomial. Our approach is to adapt the Cartan-Chern-Moser...
Cartan-Thullen theorem for domains spread over ...-spaces.
Cauchy Kernels in Strictly Pseudokonvex Domains and an Application to a Mergelyan Type Approximation Problem.
Cauchy-Fantappiè-Leray formulas with local sections and the inverse Fantappiè transform
Cauchy-Leray forms and vector bundles
Characterization of Global Peak Sets for Aoo (D).
Characterization of quasi-analytic functions of several variables by means of rational approximation
Ck Approximation by Holomorphic Functions and ...-Closed Forms on Ck Submanifolds of a Complex Manifold.
Classes de Gevrey non isotropes et application à l'interpolation
Closed ideals in locally convex algebras of analytic functions.
Closures of open analytic polyhedra
Cohomologically complete and pseudoconvex domains.
Cohomology with bounds and Carleman estimates for the -operator on Stein manifolds.
Cohomology with compact supports for Stein spaces.
Colmatage de surfaces holomorphes et classification des surfaces compactes
On considère le problème du colmatage en dimension 2, où l’on examine sous quelle condition une hypersurface strictement pseudoconvexe dans une surface holomorphe est le bord d’un espace de Stein. On montre que l’exemple de Rossi d’une hypersurface strictement pseudoconvexe , qui est le bord de deux domaines non relativement compacts, n’est jamais le bord d’un espace de Stein bien que les fonctions holomorphes définies dans un voisinage de donnent des cartes locales. On démontre que dans une...
Compact subsets of preserving Markov’s inequality
Complete Hartogs Domains in C2 have Regular Bergman and Szegö Projections.