Analytische Vektoren von Faltungshalbgruppen II. Funktionenräume auf lokalkompakten Gruppen.
Analytische Vektoren von Faltungshalbgruppen III. Potentiale von Faltungshalbgruppen.
Aperiodische Wahrscheinlichkeitsmaße auf topologischen Gruppen.
Application des théorèmes de Minlos et Poincaré à l’étude asymptotique d’une intégrale orbitale
On va étudier le comportement asymptotique d’une intégrale de type intégrale de Itzykson-Zuber et on va donner une formule pour sa limite. On va obtenir ce résultat en utilisant un théorème de Poincaré et un théorème de Minlos.
Application of Duality Theory to spaces of Measures
Applications des propriétés de moyenne d'un groupe localement compact à la théorie ergodique
Applications of the Theory of Hardy Spaces to Harmonic Analysis on the Heisenberg Groups.
Approach regions for the square root of the Poisson kernel and boundary functions in certain Orlicz spaces
If the Poisson integral of the unit disc is replaced by its square root, it is known that normalized Poisson integrals of and weak boundary functions converge along approach regions wider than the ordinary nontangential cones, as proved by Rönning and the author, respectively. In this paper we characterize the approach regions for boundary functions in two general classes of Orlicz spaces. The first of these classes contains spaces having the property , . The second contains spaces that...
Approximate amenability for Banach sequence algebras
We consider when certain Banach sequence algebras A on the set ℕ are approximately amenable. Some general results are obtained, and we resolve the special cases where for 1 ≤ p < ∞, showing that these algebras are not approximately amenable. The same result holds for the weighted algebras .
Approximate amenability of semigroup algebras and Segal algebras [Book]
Approximate and weak amenability of certain Banach algebras
The notions of approximate amenability and weak amenability in Banach algebras are formally stronger than that of approximate weak amenability. We demonstrate an example confirming that approximate weak amenability is indeed actually weaker than either approximate or weak amenability themselves. As a consequence, we examine the (failure of) approximate amenability for -sums of finite-dimensional normed algebras.
Approximate diagonals and Følner conditions for amenable group and semigroup algebras
We study the relationship between the classical invariance properties of amenable locally compact groups G and the approximate diagonals possessed by their associated group algebras L¹(G). From the existence of a weak form of approximate diagonal for L¹(G) we provide a direct proof that G is amenable. Conversely, we give a formula for constructing a strong form of approximate diagonal for any amenable locally compact group. In particular we have a new proof of Johnson's Theorem: A locally compact...
Approximate Regularity of Commutative Beurling Algebras and Korovkin Approximation.
Approximate weak amenability, derivations and Arens regularity of Segal algebras
We continue our study of derivations, multipliers, weak amenability and Arens regularity of Segal algebras on locally compact groups. We also answer two questions on Arens regularity of the Lebesgue-Fourier algebra left open in our earlier work.
Approximation et transfert d'opérateurs de convolution
Soient et deux groupes abéliens localement compacts de dual et . Soit un homomorphisme continu d’image dense de dans . Soit ; on prouve un théorème d’approximation des multiplicateurs de et on utilise ce résultat pour démontrer le suivant : soit une fonction continue ; est un multiplicateur de si, et seulement si, est un multiplicateur de .
Approximation of double coset spaces
Approximation of Hp-functions by Bochner-Riesz means of compact Lie groups.
Approximation on the sphere by weighted Fourier expansions.
Approximation Theory, Absolute Convergence, and Smoothness of Random Fourier Series on Compact Lie Groups.
Approximations diophantiennes et problèmes additifs dans les groupes abéliens localement compacts