Property T for discrete groups in terms of their regular representation.
Property (T) for ... Factors and unitary representations of Kazhdan groups.
Propriétés asymptotiques des vibrations des tores
Propriétés de décomposition pour les ensembles de Sidon
Propriétés des applications quadratiques d'un espace de Hilbert dans un espace vectoriel. Applications à la théorie spectrale des opérateurs normaux et à l'image numérique d'un opérateur
Propriétés géométriques des sous-espaces invariants par translation de et
Pseudo almost periodic and automorphic mild solutions to nonautonomous neutral partial evolution equations
In this work, we present a new concept of Stepanov weighted pseudo almost periodic and automorphic functions which is more generale than the classical one, and we obtain a new existence result of μ-pseudo almost periodic and μ-pseudo almost automorphic mild solutions for some nonautonomous evolution equations with Stepanov μ-pseudo almost periodic terms. An example is shown to illustrate our results.
Pseudo-amenability of Brandt semigroup algebras
In this paper it is shown that for a Brandt semigroup over a group with an arbitrary index set , if is amenable, then the Banach semigroup algebra is pseudo-amenable.
Pseudodifferential Operators on SU(2).
Pull-back properties of moment functions and a generalization of Bochner-Weil' s theorem.
Quantizations and symbolic calculus over the -adic numbers
We develop the basic theory of the Weyl symbolic calculus of pseudodifferential operators over the -adic numbers. We apply this theory to the study of elliptic operators over the -adic numbers and determine their asymptotic spectral behavior.
Quantum unique ergodicity for Eisenstein series on
In this paper we prove microlocal version of the equidistribution theorem for Wigner distributions associated to Eisenstein series on . This generalizes a recent result of W. Luo and P. Sarnak who proves equidistribution for . The averaged versions of these results have been proven by Zelditch for an arbitrary finite-volume surface, but our proof depends essentially on the presence of Hecke operators and works only for congruence subgroups of . In the proof the key estimates come from applying...
Quasiconformal mappings on the Heisenberg group.
Quasi-invariant measures on non-Archimedean groups and semigroups of loops and paths, their representations. II
Quasi-invariant measures on non-Archimedean groups and semigroups of loops and paths, their representations. I
Quasiminimal distal function space and its semigroup compactification.
Quelques fonctions moyenne-périodiques bornées
Quelques observations concernant les ensembles de Ditkin d'un groupe localement compact.
Quelques résultats et problèmes en algèbre des mesures continues
Quotient groups of non-nuclear spaces for which the Bochner theorem fails completely
It is proved that every real metrizable locally convex space which is not nuclear contains a closed additive subgroup K such that the quotient group G = (span K)/K admits a non-trivial continuous positive definite function, but no non-trivial continuous character. Consequently, G cannot satisfy any form of the Bochner theorem.