A Characterization of a Class of Locally Compact Abelian Groups via Korovkin Theory.
A characterization of algebraic measures
A Characterization of Pontryagin Duality.
A characterization of the minimal strongly character invariant Segal algebra
For a locally compact, abelian group , we study the space of functions on belonging locally to the Fourier algebra and with -behavior at infinity. We give an abstract characterization of the family of spaces abelian by its hereditary properties.
A Compactness Property of Fourier-Stieltjes Transforms
A Uniform Boundedness Principle for Compact Sets and the Decay of Fourier Transforms.
Adèles et séries trigonométriques spéciales
Algèbres de Fourier associées à une algèbre de Kac.
An analogue in commutative harmonic analysis of the uniform bounded approximation property of Banach space
Associate and pseudoassociate sets in LCA groups
Automatic continuity of operators commuting with translations
Let and be representations of a topological group G on Banach spaces X and Y, respectively. We investigate the continuity of the linear operators Φ: X → Y with the property that for each t ∈ G in terms of the invariant vectors in Y and the automatic continuity of the invariant linear functionals on X.