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Let Q be a compact reflection orbifold of dimension at least three. By using Klein's model for hyperbolic geometry, hyperbolic structures on orbifolds provide examples of real projective structures. If Q admits a hyperbolic structure, then such a hyperbolic structure is unique. However, the induced real projective structure on some such orbifolds deforms into a family of real projective structures that are not induced from hyperbolic structures. I will describe a large class of compact hyperbolic reflection orbifolds with such deformations.
Hinweis: Comment: Um 12.00 gemeinsamer Imbiss im Diskussionsraum, INF 288, 1. OG, Zimmer 208
Dienstag, den 13. November 2012 um 12:30 Uhr, in INF288, HS5 Dienstag, den 13. November 2012 at 12:30, in INF288, HS5
Der Vortrag folgt der Einladung von The lecture takes place at invitation by Prof. Dr. A. Wienhard