Le principe de reflexion en des points de faible pseudo convexite, pour des applications holomorphes propres

Bell, S.R.: Analytic hypoellipticity of the\(\bar \partial\)-Neumann problem and extendability of holomorphic mappings. Acta Math.147, 109–116 (1981) Cima, J.A., Krantz, S.G., Suffridge, T.: A reflection principle for proper holomorphic mappings of strongly pseudo-convex domains and applications. Preprint Diederich, K., Webster, S.: A reflection principle for degenerate real hypersurfaces. Duke Math. J.47, (No 4) 835–843 (1980) Han, C.K.: Analyticity of C.R. equivalences between some real hypersurfaces in ℂn, with degenerate Levi form. Invent. Math.73, 51–69 (1983) Hörmander, L.: Linear Partial Differential Equations. Berlin-Heidelberg-New York: Springer 1963 Kohn, J.J.: Boundary behavior of\(\bar \partial\) on weakly pscudo-convex manifolds of dimension two. J. Diff. Geo.6, 523–542 (1972) Lewy, H.: On the boundary behavior of holomorphic mappings. Acad. Naz. Lincei35 (1977) Pincuk, S.: On the analytic continuations of holomorphic mappings. Mat. Sb.98 (140) 1975; Math. U.S.S.R. Sb27 (1975) Webster, S.: On mapping ann-ball into an (n+1)-ball in complex space. Pacifie J. Math.81, (1979) Webster, S.: Biholomorphic mappings and the Bergman kernel off the diagonal. Invent. Math.51, 155–169 (1979)