- Title: Extension of biholomorphisms between convex domains - Speaker: Prof. Hervé Gaussier (Université de Grenoble-Alpes) - Abstract: This is a joint work with Filippo Bracci. The aim of the talk will be to present some extension result for univalent maps of the unit ball, or more generally of a strongly pseudoconvex domain, whose image is bounded and convex. We will prove the following Theorem. Let D be a smooth bounded strongly convex domain. Let F be a biholomorphism from D to a bounded convex domain. Then F extends as a homeomorphism. - Place: GAIA Seminar Room (#106, Math Science bldg.) |
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