Symmetric variety
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Revision as of 23:57, 25 November 2021 by imported>John Marlo (change)
In algebraic geometry, a symmetric variety is an algebraic analogue of a symmetric space in differential geometry, given by a quotient G/H of a reductive algebraic group G by the subgroup H fixed by some involution of G.
See also
References
- Ash, A.; Mumford, David; Rapoport, M.; Tai, Y. (1975), Smooth compactification of locally symmetric varieties, Brookline, Mass.: Math. Sci. Press, ISBN 978-0-521-73955-9, http://www.uni-due.de/~mat903/sem/ss08/ash_mumford_rapoport_tai_Compactifications.pdf
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