Nambu-Lie group actions.
Nambu-Lie groups.
Naturally reductive homogeneous spaces and generalized Heisenberg groups
n-Cohomology of simple highest weight modules on walls and purity.
Necessary and sufficient conditions for hypoelliptic of certain left invariant operators on nilpotent Lie groups II.
New models for the action of Hecke operators in spaces of Maass wave forms
Utilizing the theory of the Poisson transform, we develop some new concrete models for the Hecke theory in a space of Maass forms with eigenvalue on a congruence subgroup . We introduce the field so that consists entirely of algebraic numbers if .The main result of the paper is the following. For a packet of Hecke eigenvalues occurring in we then have that either every is algebraic over , or else will – for some – occur in the first cohomology of a certain space which is a...
New smooth disintegration of for exponential solvable groups. (Nouvelle désintégration lisse de pour les groupes résolubles exponentiels.)
New unique models of representations of unitary groups
Nichteuklidische Gitterpunktprobleme und Gleichverteilung in linearen algebraischen Gruppen.
Nichtlinearisierbare Operationen halbeinfacher Gruppen auf affinen Räumen.
Nichtsymmetrische sechsdimensionale Liesche Gruppen.
Nilpotent Lie groups and eigenfunction expansions of Schrödinger operators II
Nilpotent Lie groups and summability of eigenfunction expansions of Schrödinger operators
Nilpotente Liesche Gruppen haben symmetrische Gruppenalgebren.
Nilvariétés projectives.
Nombres de Tamagawa des groupes semi-simples
Non linear representations of Lie groups
Non-abelian extensions of infinite-dimensional Lie groups
In this article we study non-abelian extensions of a Lie group modeled on a locally convex space by a Lie group . The equivalence classes of such extension are grouped into those corresponding to a class of so-called smooth outer actions of on . If is given, we show that the corresponding set of extension classes is a principal homogeneous space of the locally smooth cohomology group . To each a locally smooth obstruction class in a suitably defined cohomology group is defined....
Non-arithmetic groups in Lobachevsky spaces
Nonarithmetic superrigid groups: Counterexamples to Platonov's conjecture.