Conformal Geometry: A Publication Of The Max-planck-institut Für Mathematik, Bonn (aspects Of Mathematics) (german Edition)

Conformal Structures And Möbius Structures / Ravi S. Kulkarni -- Conjugacy Classes In M(n) / Ravi S. Kulkarni -- Conformal Geometry From The Riemannian Viewpoint / Jacques Lafontaine -- The Theorem Of Lelong-ferrand And Obata / Jacques Lafontaine -- Conformal Transformations Between Einstein Spaces / Wolfgang Kühnel -- Topics In The Theory Of Quasiregular Mappings / Seppo Rickman -- Conformal And Isometric Immersions Of Conformally Flat Riemannian Manifolds Into Spheres And Euclidean Spaces / Hans-bert Rademacher -- Compact Conformally Flat Hypersurfaces / Ulrich Pinkall. Ravi S. Kulkarni, Ulrich Pinkall (eds.). A Publication Of The Max-planck-institut Für Mathematik, Bonn. Contributions ... Summarize Parts Of A Seminar On Conformal Geometry Which Was Held At The Max-planck-institut Für Mathematik In Bonn During The Academic Year 1985/86--prelim. P. [7]. Includes Bibliographies. Front Matter....Pages I-VII Conformal Structures and Möbius Structures....Pages 1-39 Conjugacy Classes in M(n)....Pages 41-64 Conformal Geometry from the Riemannian Viewpoint....Pages 65-92 The Theorem of Lelong-Ferrand and Obata....Pages 93-103 Conformal Transformations between Einstein Spaces....Pages 105-146 Topics in the Theory of Quasiregular Mappings....Pages 147-189 Conformal and Isometric Immersions of Conformally Flat Riemannian Manifolds into Spheres and Euclidean Spaces....Pages 191-210 Compact Conformally Flat Hypersurfaces....Pages 217-236 Back Matter....Pages 237-240