Representations of p-groups at characteristic p l
Representations of quantum algebras.
Representations of and and the q-Schur algebra
Representations of Simple Lie Groups with a Free Module of Covariants.
Representations of Simple Lie Groups with Regular Rings of Invariants.
R-equivalence and rationality problem for semisimple adjoint classical algebraic groups
Resolutions for smooth representations of the general linear group over a local field.
Restricting supercharacters of the finite group of unipotent uppertriangular matrices.
Revêtements «spinoriels» du groupe symplectique et indices de Maslov
Robust neural network control of robotic manipulators via switching strategy
In this paper, a robust neural network control scheme for the switching dynamical model of the robotic manipulators has been addressed. Radial basis function (RBF) neural networks are employed to approximate unknown functions of robotic manipulators and a compensation controller is designed to enhance system robustness. The weight update law of the robotic manipulator is based on switched multiple Lyapunov function method and the periodically switching law which is suitable for practical implementation...
Roots and logarithms of automorphisms of complete local rings.
Roots and Maximal Tori in Finite Forms of Semisimple Algebraic Groups.
Roots, iterations and logarithms of formal automorphisms.
Roots of positive and negative operators on Wachs spaces
over complex quadratic number fields. I.
, the cubic and the quartic
We describe the branching rule from to , where the latter is embedded via its action on binary cubic forms. We obtain both a numerical multiplicity formula, as well as a minimal system of generators for the geometric realization of the rule.
Satake compactifications.
Schémas en groupes et immeubles des groupes classiques sur un corps local. II : groupes unitaires
Schémas en groupes et immeubles des groupes classiques sur un corps local
Schémas en groupes et immeubles des groupes exceptionnels sur un corps local. Première partie : le groupe
Nous obtenons une version explicite de la théorie de Bruhat-Tits pour les groupes exceptionnels de type sur un corps local. Nous décrivons chaque construction concrètement en termes de réseaux : l’immeuble, les appartements, la structure simpliciale, les schémas en groupes associés. Les appendices traitent de l’analogie avec les espaces symétriques réels et des espaces symétriques associés à réel et complexe.