-Whittaker vectors corresponding to a principal nilpotent orbit of a real reductive linear Lie group, and wave front sets
-Whittaker vectors for complex semisimple Lie groups, wave front sets, and Goldie rank polynomial representations
Calculus of flows on convenient manifolds.
Calculus of flows on convenient manifolds
The study of diffeomorphism group actions requires methods of infinite dimensional analysis. Really convenient tools can be found in the Frölicher - Kriegl - Michor differentiation theory and its geometrical aspects. In terms of it we develop the calculus of various types of one parameter diffeomorphism groups in infinite dimensional spaces with smooth structure. Some spectral properties of the derivative of exponential mapping for manifolds are given.
Cancellation law for Homotopy Equivalent representations of Groups of odd order.
Cancellative semigroups on manifolds.
Canonical coordinates for coadjoint orbits of completely solvable groups.
Canonical subgroups of
We classify, up to conjugation, all subgroups of the semidirect products and . Our methods can also be applied to all Lie groups that are locally isomorphic to them.
Caractères des groupes de Lie résolubles
Caractères des groupes et des algèbres de Lie résolubles
Caractères des représentations factorielles normales d'un groupe de Lie connexe
Caractères semi-simples de , corps local non archimédien
Soit un corps local non archimédien de caractéristique résiduelle différente de et . Nous définissons strates semi-simples et caractères semi-simples pour le groupe exceptionnel à l’aide des objets analogues pour le groupe , des automorphismes de trialité et d’une correspondance de Glauberman. Nous construisons alors les types semi-simples associés et nous donnons des conditions suffisantes pour que ces types s’induisent irréductiblement, obtenant ainsi des représentations supercuspidales...
Caractérisation de la correspondance de Langlands locale par les facteurs ... de paires.
Cartan-decomposition subgroups of SU.
Casimir elements and optimal control
Cauchy-Szegö kernels for Hardy spaces on simple Lie groups.
Cayley orders
Central Characters for Smooth Irreducible Modular Representations of
Central extensions of infinite-dimensional Lie groups
The main result of the present paper is an exact sequence which describes the group of central extensions of a connected infinite-dimensional Lie group by an abelian group whose identity component is a quotient of a vector space by a discrete subgroup. A major point of this result is that it is not restricted to smoothly paracompact groups and hence applies in particular to all Banach- and Fréchet-Lie groups. The exact sequence encodes in particular precise obstructions for a given Lie algebra...
Central Fourier Analysis for Lorentz Spaces on Compact Lie Groups.