Correction to the paper “On compressed ideals in topological semigroups”
Correction to the paper "On unitary representations of Jacobi groups".
Correction to the paper “The Bohr compactification, modulo a metrizable subgroup” (Fund. Math. 143 (1993), 119–136)
Correction to the paper "The structure space of the trigonometric polynomials on a comapct group".
Corrections to: “Metaplectic forms”
Correspondance de Howe et sous-groupes parahoriques.
Correspondance de Howe explicite : paires duales de type II
Dans cet article, nous proposons une nouvelle méthode pour démontrer la bijectivité de la correspondance de Howe pour les paires duales du type sur un corps localement compact non archimédien. La preuve est basée sur une étude soigneuse de la filtration de Kudla [11] ainsi que sur les résultats de [13] à propos de l’irréductibilité d’une représentation induite parabolique. Elle est valable pour de caractéristique quelconque et nous permet d’expliciter la bijection en termes des paramètres...
Correspondance de Jacquet–Langlands pour les corps locaux de caractéristique non nulle
Correspondance de Langlands locale pour et conducteurs de paires
Correspondance de Shimura et quaternions.
Correspondence of Modular Forms to Cycles Associated to Sp (p, q).
Correspondence on characters of irreducible unitary representations of GL(n, ...).
Corrigendum and addendum to "A generalization of Wiener's criteria for the continuity of a Borel measure"
Corrigendum to the paper "Semigroup actions on tori and stationary measures on projective spaces" (Studia Math. 171 (2005), 33-66)
Corrigendum zu: ?Invarianten endlicher Gruppen und biholomorphe Abbildungen". Inventiones math. 6, 315 - 326 (1969).
Cosymplectic and α-cosymplectic Lie algebras
Countable dense homogeneous filters and the Menger covering property
We present a ZFC construction of a non-meager filter which fails to be countable dense homogeneous. This answers a question of Hernández-Gutiérrez and Hrušák. The method of the proof also allows us to obtain for any n ∈ ω ∪ {∞} an n-dimensional metrizable Baire topological group which is strongly locally homogeneous but not countable dense homogeneous.
Countable products of LCA groups: their closed subgroups, quotients and duality properties
Counting arithmetic subgroups and subgroup growth of virtually free groups
Let be a -adic field, and let endowed with the Haar measure determined by giving a maximal compact subgroup measure . Let denote the number of conjugacy classes of arithmetic lattices in with co-volume bounded by . We show that under the assumption that does not contain the element , where denotes the -th root of unity over , we have where denotes the order of the residue field of .
Counting problems and semisimple groups.