A characterization of totally real generic submanifolds of strictly pseudoconvex boundaries in Cn admitting a local foliation by interpolation submanifolds.
A Construction of Normal Forms for Weakly Pseudoconvex CR Manifolds in ...2.
A global invariant for three dimensional CR-manifolds.
A local Martinelli-Bochner formula on hypersurfaces.
A microlocal version of Cartan-Grauert's theorem
Tuboids are tube-like domains which have a totally real edge and look asymptotically near the edge as a local tube over a convex cone. For such domains we state an analogue of Cartan’s theorem on the holomorphic convexity of totally real domains in .
A Precise Result on the Boundary Regularity of Biholomorphic Mappings.
Analycity of CR Equivalences Between Some Real Hypersurfaces in ...n with Degenerate Levi Forms.
Analytic disks with boundaries in a maximal real submanifold of
Let be a two dimensional totally real submanifold of class in . A continuous map of the closed unit disk into that is holomorphic on the open disk and maps its boundary into is called an analytic disk with boundary in . Given an initial immersed analytic disk with boundary in , we describe the existence and behavior of analytic disks near with boundaries in small perturbations of in terms of the homology class of the closed curve in . We also prove a regularity theorem...
Approximation of biholomorphic mappings by automorphisms of Cn (Erratum).
Approximation of biholomorphic mappings by automorphisms of Cn.
Automorphism groups of minimal real-analytic CR manifolds
We show that the local automorphism group of a minimal real-analytic CR manifold is a finite dimensional Lie group if (and only if) is holomorphically nondegenerate by constructing a jet parametrization.