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Showing 1-20 of 44 results
  1. A note on groups definable in the p-adic field

    Anand Pillay, Ningyuan Yao in Archive for Mathematical Logic
    Article 29 April 2019
  2. Differential equations and Lie group representations

    We discuss the role of differential equations in Lie group representation theory. We use Kashiwara’s pentagon as a reference frame for the real...

    Article 01 April 2022
  3. Nilpotent Orbits of Orthogonal Groups over p-adic Fields, and the DeBacker Parametrization

    For local non-archimedean fields k of sufficiently large residual characteristic, we explicitly parametrize and count the rational nilpotent adjoint...

    Tobias Bernstein, Jia-Jun Ma, ... Jit Wu Yap in Algebras and Representation Theory
    Article 05 November 2019
  4. Deligne–Lusztig duality and wonderful compactification

    We use geometry of the wonderful compactification to obtain a new proof of the relation between Deligne–Lusztig (or Alvis–Curtis) duality for p -adic...

    Joseph Bernstein, Roman Bezrukavnikov, David Kazhdan in Selecta Mathematica
    Article 23 January 2018
  5. Arithmetic Levi–Cività connection

    This paper is part of a series of papers where an arithmetic analogue of classical differential geometry is being developed. In this arithmetic...

    Alexandru Buium in Selecta Mathematica
    Article 09 February 2019
  6. The algebraisation of higher Deligne–Lusztig representations

    In this paper we study higher Deligne–Lusztig representations of reductive groups over finite quotients of discrete valuation rings. At even levels,...

    Zhe Chen, Alexander Stasinski in Selecta Mathematica
    Article Open access 15 July 2017
  7. Parabolic induction in characteristic p

    Rachel Ollivier, Marie-France Vignéras in Selecta Mathematica
    Article 14 September 2018
  8. On p-adic Colligations and ‘Rational Maps’ of Bruhat–Tits Trees

    Consider matrices of order k+N over p-adic field determined up to conjugations by elements of GL(N) over p-adic integers. We define a product of such...
    Yury A. Neretin in Geometric Methods in Physics
    Conference paper 2016
  9. Stratifications in the reduction of Shimura varieties

    In the paper four stratifications in the reduction modulo p of a general Shimura variety are studied: the Newton stratification, the...

    X. He, M. Rapoport in manuscripta mathematica
    Article 15 July 2016
  10. Strongly concave functions on root systems

    Let F be a local complete field with discrete valuation, and let G be the group of F -points of a quasisplit group over F . Let be the Bruhat-Tits...

    François Courtès in Mathematica Slovaca
    Article 05 July 2011
  11. Deformation of proper actions on reductive homogeneous spaces

    Let G be a real reductive Lie group and H a closed reductive subgroup of G . We investigate the deformation of standard compact quotients of G / H , that...

    Fanny Kassel in Mathematische Annalen
    Article 07 July 2011
  12. A tropical view on Bruhat-Tits buildings and their compactifications

    We relate some features of Bruhat-Tits buildings and their compactifications to tropical geometry. If G is a semisimple group over a suitable...

    Article 21 January 2011
  13. On p-adic norms and quadratic extensions, II

    We investigate the graph theoretical aspects and combinatorics of the action of a unitary group in n variables over a local non-archimedian field on...

    Christophe Cornut in Manuscripta Mathematica
    Article 24 February 2011
  14. Affine Springer Fibers and Affine Deligne-Lusztig Varieties

    We give a survey on the notion of affine Grassmannian, on affine Springer fibers and the purity conjecture of Goresky, Kottwitz, and MacPherson, and...
    Conference paper 2010
  15. On Nilpotent Orbits of SL n and Sp2n over a Local Non-Archimedean Field

    We relate the partition-type parametrization of rational (arithmetic) nilpotent adjoint orbits of the classical groups SL n and Sp 2 n ...

    Article 05 December 2009
  16. The Iwasava decomposition and intermediate subgroups of the Steinberg groups over the field of fractions of a principal ideal ring

    Abstract The Iwasava decomposition is proved for the Steinberg groups of types 2 A 2 l −1 , 2 D l , 2 E 6 , 3 D 4 over the field of fractions of a...

    T. V. Moiseenkova, Ya. N. Nuzhin in Science in China Series A: Mathematics
    Article 01 February 2009
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