Add to ORKGAbstract. Let M,M ′ be smooth, real analytic hypersurfaces of finite type in Cn and f̂ a holomorphic correspondence (not necessarily proper) that is defined on one side of M, extends continuously up toM and mapsM toM ′. It is shown that f ̂ must extend acrossM as a locally proper holomorphic correspondence. This is a version for correspondences of the Diederich–Pinchuk extension result for CR maps
The equivalence problem of G-structures was first studied by E. Cartan. He used a method now known a...
AbstractWe prove the following finite jet determination result for CR mappings: Given a smooth gener...
Abstract. Recent advances in CR (Cauchy-Riemann) geometry have raised interesting fine questions abo...
Let M, M' be smooth, real analytic hypersurfaces of finite type in C-n and f a holomorphic correspon...
It is shown that if a continuous CR mapping between smooth real analytic hypersurfaces of finite typ...
In this paper we extend the results on analytic continuation of germs of holomorphic mappings from a...
Let M subset of C-n be a real analytic hypersurface, M' subset of C-N (N >= n) be a strongly pseudoc...
that a continuous map f between real-analytic curves M and M ′ in C that locally extends holomorphic...
In this paper we extend the results on analytic continuation of germs of holomorphic mappings from a...
Let ƒ: D → D′ be a proper holomorphic mapping between bounded domains D, D′ in ℂ2.Let M, M′ be open ...
In this paper we extend the results on analytic continuation of germs of holomorphic mappings from a...
We give a new proof of former results by G. Zampieri and the author on extension of holomorphic func...
AbstractWe prove that if M is a connected real-analytic holomorphically nondegenerate hypersurface i...
We give a new proof of former results by G. Zampieri and the author on extension of holomorphic func...
We deal with two themes that are illustrative of the rigidity and regularity of holomorphic mapping...
The equivalence problem of G-structures was first studied by E. Cartan. He used a method now known a...
AbstractWe prove the following finite jet determination result for CR mappings: Given a smooth gener...
Abstract. Recent advances in CR (Cauchy-Riemann) geometry have raised interesting fine questions abo...
Let M, M' be smooth, real analytic hypersurfaces of finite type in C-n and f a holomorphic correspon...
It is shown that if a continuous CR mapping between smooth real analytic hypersurfaces of finite typ...
In this paper we extend the results on analytic continuation of germs of holomorphic mappings from a...
Let M subset of C-n be a real analytic hypersurface, M' subset of C-N (N >= n) be a strongly pseudoc...
that a continuous map f between real-analytic curves M and M ′ in C that locally extends holomorphic...
In this paper we extend the results on analytic continuation of germs of holomorphic mappings from a...
Let ƒ: D → D′ be a proper holomorphic mapping between bounded domains D, D′ in ℂ2.Let M, M′ be open ...
In this paper we extend the results on analytic continuation of germs of holomorphic mappings from a...
We give a new proof of former results by G. Zampieri and the author on extension of holomorphic func...
AbstractWe prove that if M is a connected real-analytic holomorphically nondegenerate hypersurface i...
We give a new proof of former results by G. Zampieri and the author on extension of holomorphic func...
We deal with two themes that are illustrative of the rigidity and regularity of holomorphic mapping...
The equivalence problem of G-structures was first studied by E. Cartan. He used a method now known a...
AbstractWe prove the following finite jet determination result for CR mappings: Given a smooth gener...
Abstract. Recent advances in CR (Cauchy-Riemann) geometry have raised interesting fine questions abo...