reductions < reductive < reduktion

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List of bibliographic references

Number of relevant bibliographic references: 29.
[0-20] [0 - 20][0 - 29][20-28][20-40]

Ident.	Authors (with country if any)	Title
000020 (2013)	A. Altomani [Luxembourg (pays)] ; C. Medori [Italie] ; M. Nacinovich [Italie]	REDUCTIVE COMPACT HOMOGENEOUS CR MANIFOLDS
000243 (2011)	Fabian Januszewski [États-Unis]	Modular symbols for reductive groups and p-adic Rankin–Selberg convolutions over number fields
000325 (2010)	Michaël Le Barbier Grünewald [Allemagne]	The variety of reductions for a reductive symmetric pair
000496 (2009)	Jean-Yves Charbonnel [France] ; Anne Moreau [Suisse]	Nilpotent Bicone and Characteristic Submodule of a Reductive Lie Algebra
000772 (2008)	N. I. Ivanova [Russie] ; A. L. Onishchik [Russie]	Parabolic subalgebras and gradings of reductive Lie superalgebras
000904 (2007)	Boris Širola [Croatie]	Pairs of Semisimple Lie Algebras and their Maximal Reductive Subalgebras
000A47 (2006)	Anne-Marie Aubert [France] ; Paul Baum [États-Unis] ; Roger Plymen [Royaume-Uni]	The Hecke algebra of a reductive p -adic group: a geometric conjecture
000B64 (2005)	Erik P. Van Den Ban [Pays-Bas]	The Plancherel Theorem for a Reductive Symmetric Space
000B65 (2005)	Patrick Delorme [France]	The Plancherel Formula on Reductive Symmetric Spaces from the Point of View of the Schwartz Space
000E28 (2003)	Alexander Braverman [États-Unis] ; David Kazhdan [États-Unis]	γ-Sheaves on Reductive Groups
000E72 (2003)	Alexander Premet [Royaume-Uni]	Nilpotent commuting varieties of reductive Lie algebras
001173 (2001)	Jean-Luc Brylinski [États-Unis] ; Pierre Deligne [États-Unis]	Central extensions of reductive groups by K2
001605 (1998)	M.-F. Vignéras	Induced R -representations of p -adic reductive groups
001733 (1997)	Benedict H. Gross [États-Unis]	On the motive of a reductive group
001A31 (1995)	Alexander Premet [États-Unis]	Irreducible representations of Lie algebras of reductive groups and the Kac-Weisfeiler conjecture
001A32 (1995)	A. Bouaziz [France]	Inversion Formula for Orbital Integrals on Reductive Lie Groups
001B29 (1994)	G. Lusztig [États-Unis, Suède]	Total Positivity in Reductive Groups
001C56 (1993)	Z. Magyar [Hongrie]	When is a reductive group*-invariant?
001D65 (1992)	Josef Dorfmeister [États-Unis] ; Zhaung-Dan Guan [États-Unis]	Pseudo-Kählerian homogeneous spaces admitting a reductive transitive group of automorphisms
001F08 (1991)	Josef Dorfmeister [États-Unis] ; Zhuang-Dan Guan [États-Unis]	Fine structure of reductive pseudo-Kählerian spaces
001F13 (1991)	Yuri G. Zarhin [Russie]	Dimensions of reductive automorphism groups

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