We show that, in good residual characteristic, most supercuspidal representations of a
tamely ramified reductive $ p $-adic group $ G $ arise from pairs $(S,\theta) $, where $ S $ is …

The goal of this paper is two-fold. First, we introduce and analyze a new relationship
between (Zariski-dense) abstract subgroups of the groups of F-rational points of two …

Résumé We deal with the classification of semisimple group schemes via the Bruhat-Tits'
presentation of non-abelian cohomology. The goal is to generalize Galois techniques to …

The article contains a survey of our results on length-commensurable and isospectral locally
symmetric spaces and of related problems in the theory of semisimple algebraic groups. We …

Let k be a global field of characteristic not 2, and let f∈ k [X] be an irreducible polynomial.
We show that a non-degenerate quadratic space has an isometry with minimal polynomial f …

Let be a reductive group over a non-archimedean local field. We provide necessary
conditions and sufficient conditions for all tori of to split over a tamely ramified extension of …

Embeddings of maximal tori in orthogonal groups Page 1 ANNA L E S D E L’INSTITU T FO
U RIER ANNALES DE L’INSTITUT FOURIER Eva BAYER-FLUCKIGER Embeddings of …

We provide a new condition for an absolutely almost simple algebraic group to have good
reduction with respect to a discrete valuation of the base field which is formulated in terms of …

Let G 1 and G 2 be absolutely almost simple algebraic groups of types B ℓ and C ℓ,
respectively, defined over a number field K. We determine when G 1 and G 2 have the same …

On maximal tori of algebraic groups of type G2 Page 1 Pacific Journal of Mathematics ON
MAXIMAL TORI OF ALGEBRAIC GROUPS OF TYPE G2 CONSTANTIN BELI, PHILIPPE GILLE …