The purpose of this article is to study Lipschitz CR mappings from an h-extendible (or semi-regular) hypersurface in . Under various assumptions on the target hypersurface, it is shown that such mappings must be smooth. A rigidity result for proper holomorphic mappings from strongly pseudoconvex domains is also proved
AbstractIn this paper we show that a C∞ real hypersurface in Cn+1 of finite D'Angelo type admitting ...
We study the regularity problem for Cauchy Riemann maps between hypersurfaces in Cn. We prove that a...
The equivalence problem of G-structures was first studied by E. Cartan. He used a method now known a...
The purpose of this article is to study Lipschitz CR mappings from an h-extendible (or semi-regular)...
The purpose of this article is to study Lipschitz CR mappings from an h-extendible (or semi-regular)...
We deal with two themes that are illustrative of the rigidity and regularity of holomorphic mapping...
It is shown that if a continuous CR mapping between smooth real analytic hypersurfaces of finite typ...
International audienceIn this paper we give general conditions that guarantee the analyticity of ${\...
The regularity of a CR map between two smooth hypersurfaces in $\doubc\sp2$ is studied. Assuming tha...
International audienceLet $M\subset \C^N$ be a connected real-analytic hypersurface and $\S\subset \...
International audienceLet $M\subset \C^N$ be a connected real-analytic hypersurface and $\S\subset \...
International audienceLet $M\subset \C^N$ be a connected real-analytic hypersurface and $\S\subset \...
Let M, M' be smooth, real analytic hypersurfaces of finite type in C-n and f a holomorphic correspon...
The thesis consists of two parts. In the first part, we study a regularity problem for CR mappings b...
Let M subset of C-n be a real analytic hypersurface, M' subset of C-N (N >= n) be a strongly pseudoc...
AbstractIn this paper we show that a C∞ real hypersurface in Cn+1 of finite D'Angelo type admitting ...
We study the regularity problem for Cauchy Riemann maps between hypersurfaces in Cn. We prove that a...
The equivalence problem of G-structures was first studied by E. Cartan. He used a method now known a...
The purpose of this article is to study Lipschitz CR mappings from an h-extendible (or semi-regular)...
The purpose of this article is to study Lipschitz CR mappings from an h-extendible (or semi-regular)...
We deal with two themes that are illustrative of the rigidity and regularity of holomorphic mapping...
It is shown that if a continuous CR mapping between smooth real analytic hypersurfaces of finite typ...
International audienceIn this paper we give general conditions that guarantee the analyticity of ${\...
The regularity of a CR map between two smooth hypersurfaces in $\doubc\sp2$ is studied. Assuming tha...
International audienceLet $M\subset \C^N$ be a connected real-analytic hypersurface and $\S\subset \...
International audienceLet $M\subset \C^N$ be a connected real-analytic hypersurface and $\S\subset \...
International audienceLet $M\subset \C^N$ be a connected real-analytic hypersurface and $\S\subset \...
Let M, M' be smooth, real analytic hypersurfaces of finite type in C-n and f a holomorphic correspon...
The thesis consists of two parts. In the first part, we study a regularity problem for CR mappings b...
Let M subset of C-n be a real analytic hypersurface, M' subset of C-N (N >= n) be a strongly pseudoc...
AbstractIn this paper we show that a C∞ real hypersurface in Cn+1 of finite D'Angelo type admitting ...
We study the regularity problem for Cauchy Riemann maps between hypersurfaces in Cn. We prove that a...
The equivalence problem of G-structures was first studied by E. Cartan. He used a method now known a...
DOI
Add to ORKG