Name: On mapping an n -ball into an ( n + 1)-ball in complex spaces
Creator: Webster, S. M.
Keywords: 32H99, 32F25, Holomorphic mappings and correspondences, UNIT BALL, Pseudoconvex domains, HOLOMORPHIC MAPPING, 32E35, 0101 mathematics, Geometric convexity in several complex variables, 01 natural sciences

On mapping an n-ball into an (n+1)-ball in complex space

descriptionPublicationkeyboard_double_arrow_right Article , Other literature type 01 Mar 1979 English Publisher:Mathematical Sciences PublishersJournal:Pacific Journal of Mathematics, volume 81, pages 267-272 (issn: 0030-8730, eissn: 0030-8730,

Authors: Webster, S. M.;

doi: 10.2140/pjm.1979.81.267

On mapping ann-ball into an (n+ 1)-ball in complex spaces

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32H99, 32F25, Holomorphic mappings and correspondences, UNIT BALL, Pseudoconvex domains, HOLOMORPHIC MAPPING, 32E35, Geometric convexity in several complex variables, STRONGLY PSEUDOCONVEX DOMAIN, FRACTION

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