Heyer - Probability Measure on Groups VII

Probability Measure on Groups VII

Proceedings of a Conference held in Oberwolfach, April 24-30, 1983

Medium: Buch

ISBN: 978-3-540-13341-4

Verlag: Springer Berlin Heidelberg

Erscheinungstermin: 01.05.1984

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Translation bounded measures and the orlicz-paley-sidon theorem.- Extension du théorème de continuité de Paul Lévy aux groupes moyennables.- Decomposition of convolution semigroups of probability measures on groups.- Brocot sequences and random walks in SL(2,IR).- Une condition suffisante de recurrence pour des chaines de Markov sur la droite.- Stable laws on the heisenberg groups.- An analogue of the Lévy-Khintchin formula on SL(2;?).- Bernoulli systems in several variables.- Self-decomposability on ? and ?.- Lois de probabilite infiniment divisibles sur les hypergroupes commutatifs, discrets, denombrables.- Continued fraction methods for random walks on ? and on trees.- Results in semigroups in the context of non-homogeneous markov chains: Tail idempotents and their structure for infinite-dimensional nonnegative matrices.- Exposants caracteristiques des froduits de matrices aleatoires en dependance Markovienne.- Remarks on [semi-] stable probabilities.- On the limit of the average of the values of a function at random points.- Non-commutative subadditive ergodic theorems for semifinite von Neumann algebras.- *-Regularity of locally compact groups.- Asymptotic equidistribution on locally compact semigroups.- On a formula of N.Ikeda and S.Watanabe concerning the Lévy kernel.- The random Schödinger operator in a strip.- On the Lévy-Hin?in formula for commutative hypergroups.- Repartition d'etat d'un operateur de Schrödinger aleatoire Distribution empirique des valeurs propres d'une matrice de Jacobi.- Asymptotically central functions and invariant extensions of dirac measure.- On the support of absolutely continuous Gauss measures on SL(2, ?).- Infinite convolution via representations.- Decompositions of probability measures on groups.- Tailprobability of some random series.- Holomorphic convolution semigroups on topological groups.- Positive and conditionally positive sesquilinear forms on anticommutative coalgebras.- A random walk on free products of finite groups.- Complex levy measures.- Probability theory on hypergroups: A survey.- A survey about zero-one laws for probability measures on linear spaces and locally compact groups.- Random walks on homogeneous spaces.- The Lévy-Khinchin formula and order structure.