Let F be a p-adic field, let L be the completion of a maximal unramified extension ofF, and let
u be the Frobenius automorphism of Lover F. For any connected reductive group Gover F …

On the classification and specialization of F-isocrystals with additional structure Page 1
COMPOSITIO MATHEMATICA M. RAPOPORT M. RICHARTZ On the classification and …

We explain, in the case of good reduction, the conjecture of Langlands and Rapoport
describing the structure of the points on the reduction of a Shimura variety (Langlands and …

Introduction. Let kbe a field of characteristic 0, k an algebraic closure of k, and G an
algebraic group over k. Let L (G, x) be a k-kernel (other terms are k-band, k-lien); see [Spl …

We are interested in counting integer and rational points in affine algebraic varieties, also
under congruence conditions. We introduce the notions of a strongly Hardy-Littlewood …

Soit p un nombre premier et soit K un corps local de caractéristique 0 et à corps résiduel k
algébriquement clos de caractéristique p. J.-M. Fontaine a défini la catégorie des (<^, 7V) …

We prove some analogs of results due to Kneser in the case of characteristic 0 about the
surjectivity of coboundary map for Galois cohomology of semisimple groups over local and …

510' 600 600'3: t600' 460 600 600 600' 27; 600:· 470~ 600" 600 34.800' 420 560, 600 600'
27.900,~. 460· 600. 600 36.000 380. 520 600 600 28.800, 430 570 600 37.200 340 480' …

In this paper we prove that over local or global fields of characteristic 0, the Corestriction
Principle holds for kernel and image of all maps which are connecting maps in group …

We introduce the notion of (Weak) Corestriction Principle and prove some relations between
the validity of this principle for various connecting maps in non-abelian Galois cohomology …