Serveur d'exploration Bourbaki - Checkpoint (Istex)

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Bore1 subgroup < Borel < Borel density theorem  Facettes :

List of bibliographic references

Number of relevant bibliographic references: 96.
[0-20] [0 - 20][0 - 50][20-40]
Ident.Authors (with country if any)Title
000129 (2012) A A Gerasimov ; Dmitrii R. Lebedev ; Sergei V. OblezinNew integral representations of Whittaker functions for classical Lie groups
000243 (2011) Fabian Januszewski [États-Unis]Modular symbols for reductive groups and p-adic Rankin–Selberg convolutions over number fields
000292 (2011) Ralf Gramlich [Royaume-Uni] ; Max Horn [Allemagne] ; Bernhard Mühlherr [Allemagne]Abstract involutions of algebraic groups and of Kac–Moody groups
000350 (2010) Nicolas Monod [Suisse]On the bounded cohomology of semi-simple groups, S-arithmetic groups and products
000360 (2010) A. Vasiu [États-Unis]Mod p classification of Shimura F ‐crystals
000424 (2010) W. Ethan Duckworth [États-Unis]A classification of certain finite double coset collections in the exceptional groups
000B38 (2006) Hechmi Ben Messaoud [Tunisie]Almost split real forms for hyperbolic KacMoody Lie algebras
000C42 (2005) Cédric Bonnafé [France]Actions of relative Weyl groups II
000E30 (2003) Linus KramerTwo-transitive Lie groups
001075 (2001) Dmitri Panyushev [Russie] ; Gerhard Röhrle [Allemagne]Spherical Orbits and Abelian Ideals
001167 (2001) Commutative homogeneous spaces and co-isotropic symplectic actions
001270 (2000) A. G HelminckOn the Classification of k -Involutions
001329 (2000) T. WedhornCongruence relations on some Shimura varieties
001503 (1998) Jens Franke [Allemagne]Harmonic analysis in weighted L 2-spaces
001596 (1998) R. Skip GaribaldiIsotropic Trialitarian Algebraic Groups
001834 (1996) Jacqui Ramagge [Australie] ; Guyan Robertson [Australie]Triangle Buildings and Actions of Type III1/ q 2
001854 (1996) Frédéric Bien [États-Unis] ; Armand Borel [États-Unis] ; János Kollár [États-Unis]Rationally connected homogeneous spaces
001881 (1996) E. Leuzinger [Suisse] ; C. Pittet [France]Isoperimetric inequalities for lattices in semisimple lie groups of rank 2
001893 (1996) Claus Scheiderer [États-Unis]Hasse principles and approximation theorems for homogeneous spaces over fieldsof virtual cohomological dimension one
001915 (1996) Gopal Prasad [États-Unis] ; Andrei S. Rapinchuk [États-Unis]Computation of the metaplectic kernel
001930 (1996) Wojciech Jaworski [Canada]A poisson formula for solvable Lie groups

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