Absolut-Stetigkeit und Träger von Gauß-Verteilungen auf lokalkompakten Gruppen.
Additive functions and singular measures
Adèles et séries trigonométriques spéciales
Admissible transformations of measures.
Algebraic dimension of semigroups with application to invariant measures.
Algebraic topology foundations of supersymmetry and symmetry breaking in quantum field theory and quantum gravity: a review.
Almost Everywhere Convergence of Riesz-Raikov Series
Let T be a d×d matrix with integer entries and with eigenvalues >1 in modulus. Let f be a lipschitzian function of positive order. We prove that the series converges almost everywhere with respect to Lebesgue measure provided that .
Almost periodic Radon-Nikodym derivatives
Amenable Groups and Stabilizers of Measures on the Boundary of a Hadamard Manifold.
An algebra of finitely additive measures
An extension of a theorem of F. Forelli.
An F. and M. Riesz theorem for compact Lie groups.
An L-subspace generated by a certain measure with countable spectrum
Analogues of Besicovitch-Wiener Theorem for Heisenberg Group.
Analytic measure and quasi-invariant measure
Analytic potential theory over the -adics
Over a non-archimedean local field the absolute value, raised to any positive power , is a negative definite function and generates (the analogue of) the symmetric stable process. For , this process is transient with potential operator given by M. Riesz’ kernel. We develop this potential theory purely analytically and in an explicit manner, obtaining special features afforded by the non-archimedean setting ; e.g. Harnack’s inequality becomes an equality.
Aperiodische Wahrscheinlichkeitsmaße auf topologischen Gruppen.
Application of Duality Theory to spaces of Measures
Applications des propriétés de moyenne d'un groupe localement compact à la théorie ergodique
Arithmeticity of the irreducible lattices in the semi-simple groups of rank greater than 1.