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Etudes Sci Publ Math 41 (1972), 5–252 ´ [3] Gille, Notes on Bruhat–Tits theory, 2009 [4] Hijikata, Maximal compact subgroups of some p-adic classical groups, 1964 [5] Iwahori and Matsumoto, On some Bruhat decomposition and the struc-ture of the Hecke rings of p-adic Chevalley groups, Inst Hautes Etudes´ Sci Publ Math 25 (1965), 5
DIMENSIONS OF SOME AFFINE DELIGNE-LUSZTIG
2 Affine Deligne-Lusztig varieties inside the affine Grassmannian 2 1 Further preliminaries For νin X∗(A) or a we write νdom for the unique dominant element in the W-orbit of ν For cocharacters ,ν ∈ X∗(A) we say that ν≤ µif µ−νis a non-negative integral linear combination of positive coroots
Talk given at the seminar for the 50’th birthday of G
ON AFFINE DELIGNE-LUSZTIG VARIETIES M RAPOPORT Talk given at the seminar for the 50’th birthday of G Faltings at the Max-Planck-Institute in Bonn 1 Definitions Let G be a reductive group over F q Let B be a Borel subgroup defined over F q, and let T be a maximal torus contained in B We denote by a tilde the groups defined over F
Moufang affine buildings have Moufang spherical buildings at
MOUFANG AFFINE BUILDINGS HAVE MOUFANG SPHERICAL BUILDINGS AT INFINITY by H VAN MALDEGHEMf and K VAN STEEN (Received 23 March, 1995) Abstract We show in a direct and elementary way that the spherical building at infinity of every rank 3 affine building which satisfies Tits' Moufang condition, is itself a Moufang building
DIMENSIONS OF SOME AFFINE DELIGNE-LUSZTIG LES DIMENSIONS DE
DIMENSIONS OF SOME AFFINE DELIGNE-LUSZTIG VARIETIES LES DIMENSIONS DE CERTAINES VARIET´ ES DE´ DELIGNE-LUSZTIG AFFINES ULRICH GORTZ, THOMAS J HAINES, ROBERT E KOTTWITZ, AND DANIEL C ¨ REUMAN Abstract This paper concerns the dimensions of certain affine Deligne-Lusztig varieties, both in the affine Grassmannian and in the affine flag
SMOOTHNESS OF SCHUBERT VARIETIES IN TWISTED AFFINE GRASSMANNIANS
TWISTED AFFINE GRASSMANNIANS BY THOMAS J HAINES AND TIMO RICHARZ To Michael Rapoport on his 70th birthday Abstract We give a complete list of smooth and rationally smooth Schubert varieties in the twisted a ne Grassmannian associated with a tamely rami ed group and a special vertex of its Bruhat-Tits building
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