Title Convergence in ergodic theory and probability / editors, V. Bergelson, P. March, J. Rosenblatt

Published Berlin ; New York : Walter de Gruyter, 1996

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Description 1 online resource (xi, 445 pages) Series Ohio State University Mathematical Research Institute publications, 0942-0363 ; 5 Ohio State University Mathematical Research Institute publications ; 5. 0942-0363 Contents A Zd Ergodic Theorem with Large Normalising Constants -- A Repeated Filling Scheme for Upcrossings -- When is a Transitive Map Chaotic? -- Une Nouvelle Loi Forte des Grands Nombres -- An Approximation Condition for Large Deviations and Some Applications -- Sets of Recurrence and Generalized Polynomials -- The Strong Arc-Sine Law in Higher Dimensions -- Integer and Fractional Parts of Good Averaging Sequences in Ergodic Theory -- The Uniqueness of Induced Operators -- On Convergence of Partial Sums of Independent Random Variables Harmonic Analysis of Operators Associated with a Multiparameter Group of DilationsMarkov Matrices -- Existence and Continuity of the Quadratic Variation of Strong Martingales -- Convergence Rate in the Strong Law of Large Numbers for Markov Chains -- A Mean Ergodic Theorem for [xxx] -- Convergence of Ergodic Averages -- Bourgain's Entropy Criteria -- Self-Intersections of Closed Geodesies on a Negatively Curved Surface: Statistical Regularities -- A Note on the Law of the Iterated Logarithm for Weighted Sums of Independent Identically Distributed Random Variables Besicovitch Functions and Weighted Ergodic Theorems for LCA Group ActionsA Remark on the Strong Sweeping Out Property -- Ergodic Invertible Liftings -- The Uniform Ergodic Theorem for Dynamical Systems -- Pointwise Fourier Inversion and Related Jacobi Polynomial Expansions -- The Distribution of the Particles of a Branching Random Walk -- On a Random Ergodic Theorem for Bistochastic Operators -- A Central Limit Theorem for Conditional Distributions -- Complex Methods in the Calculation of Some Distribution Functions -- Exponential Integrability of Rademacher Series Weighted Averages of Contractions Along SubsequencesOn Uniform Distribution of Sequences -- Ergodic Theorems for Exit Laws -- On Skew Products of Irrational Rotations with Tori Notes Papers from the Conference on Convergence in Ergodic Theory and Probability, held at Ohio State University, in June, 1993 Bibliography Includes bibliographical references Subject Convergence -- Congresses Inequalities (Mathematics) -- Congresses Probabilities -- Congresses Ergodic theory -- Congresses MATHEMATICS -- Calculus. MATHEMATICS -- Mathematical Analysis. Convergence Ergodic theory Inequalities (Mathematics) Probabilities Ergodentheorie Konvergenz Wahrscheinlichkeitstheorie Convergence (Mathématiques) -- Congrès. Inégalités (Mathématiques) -- Congrès. Probabilités -- Congrès. Théorie ergodique -- Congrès. Columbus <Ohio, 1993> Genre/Form Conference papers and proceedings Form Electronic book Author Bergelson, V. (Vitaly), 1950- March, P. (Peter), 1955- Rosenblatt, J. (Joseph), 1946- Conference on Convergence in Ergodic Theory and Probability (1993 : Ohio State University) ISBN 9783110889383 3110889382

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