On rigidity of locally symmetric spaces

In this note I generalize the classical results of Calabi–Vesentini [3] (cp. also [2]) to certain noncompact locally symmetric domains, namely those that are quotients of a hermitian symmetric domain by a neat arithmetic subgroup of the group of its holomorphic automorphisms.

Author: Peters, Chris
Document types:Article
Media types:Text
Publication date:2017
Date of publication on miami:16.11.2017
Modification date:16.04.2019
Source:Münster Journal of Mathematics, 10 (2017), S. 277-286
Publisher: Mathematisches Institut (Universität Münster)
Edition statement:[Electronic ed.]
DDC Subject:510: Mathematik
License:InC 1.0
Language:English
Format:PDF document
URN:urn:nbn:de:hbz:6-80299607370
Permalink:http://nbn-resolving.de/urn:nbn:de:hbz:6-80299607370
Other Identifiers:DOI: 10.17879/80299606895
Digital documents:mjm_2017_10_277-286.pdf
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