Prolongement des applications holomorphes

Abstract

The problem of existence of holomorphic field of applications is not well treated until today. This extension of holomorphic mappings defined on the open Hartogs values in a variety compact complex. In this paper, we deal with the case almost homogeneous surfaces, or is used Potters classification to finally get to show that any holomorphic mappings with values in an almost homogeneous compact manifold extends méromorphiquement outside the codimension 2.