Local semigroups
Local Shimura Correspondence.
Local tame lifting for . I: Simple characters
Local-global compatibility for , I
We prove the compatibility of the local and global Langlands correspondences at places dividing for the -adic Galois representations associated to regular algebraic conjugate self-dual cuspidal automorphic representations of over an imaginary CM field, under the assumption that the automorphic representations have Iwahori-fixed vectors at places dividing and have Shin-regular weight.
Localisation des sommes de Riesz sur un groupe de Lie compact
Localization and Standard modules for real semisimple Lie groups, I: The duality theorem.
Locally analytic vectors of unitary principal series of
The -adic local Langlands correspondence for attaches to any -dimensional irreducible -adic representation of an admissible unitary representation of . The unitary principal series of are those corresponding to trianguline representations. In this article, for , using the machinery of Colmez, we determine the space of locally analytic vectors for all non-exceptional unitary principal series of by proving a conjecture of Emerton.
Locally compact bisimple inverse semigroups.
Locally compact F-spaces, sub-stonean spaces and quotients of locally compact groups.
Locally Compact Groups Acting on Trees and Property T.
Locally compact groups and β-varieties of topological groups
Locally compact quantum groups
Locally compact subgroups of the spectrum of the measure algebra III.
Locally Continuous Multipliers for Topological Vector Groups.
Locally finite approximation of Lie groups, I.
Locally finitely generated differential spaces of class
Locally minimal topological groups and their embeddings into products of -bounded groups
It is proven that an infinite-dimensional Banach space (considered as an Abelian topological group) is not topologically isomorphic to a subgroup of a product of -compact (or more generally, -bounded) topological groups. This answers a question of M. Tkachenko.
Locally partially ordered groups
Locally solid topological lattice-ordered groups
Locally solid Riesz spaces have been widely investigated in the past several decades; but locally solid topological lattice-ordered groups seem to be largely unexplored. The paper is an attempt to initiate a relatively systematic study of locally solid topological lattice-ordered groups. We give both Roberts-Namioka-type characterization and Fremlin-type characterization of locally solid topological lattice-ordered groups. In particular, we show that a group topology on a lattice-ordered group is...
Lokalkreisförmige Vektorgruppen.