THE LOCAL ERGODIC THEOREM FOR GROUPS OF UNITARY OPERATORS AND SECOND ORDER STATIONARY PROCESSES

Type: Article

Publication Date: 1981-02-28

Citations: 11

DOI: https://doi.org/10.1070/sm1981v039n02abeh001486

Locations

  • Mathematics of the USSR-Sbornik - View

Similar Works

Action Title Year Authors
+ On local ergodic convergence of semi-groups and additive processes 1982 Michael Lin
+ Sharp ergodic theorems for group actions and strong ergodicity 1999 Alex Furman
Yehuda Shalom
+ An ergodic theorem for poisson processes on a compact group with applications to random evolutions 1974 Lawrence W. Baggett
D. W. Stroock
+ Ergodic Theorems for Group Actions: Informational and Thermodynamical Aspects 1992 Arkady Tempelman
+ Weak mixing for semi-groups of markov operators without finite invariant measures 1979 Michael Lin
+ Ergodic actions and stochastic processes on groups and homogeneous spaces 1978 Robert J. Zimmer
+ PDF Chat Ergodic Theory of Random Transformations. 1988 John C. Kieffer
Y. Kifer
+ Ergodic theorems for homogeneous random measures and signed measures on groups 1984 E. Garonas
Arkady Tempelman
+ PDF Chat Local Ergodic Theorems in Symmetric Spaces of Measurable Operators 2019 Vladimir Chilin
Semyon Litvinov
+ Limit Theorems for Ergodic Group Actions and Random Walks 2009 Michael Björklund
+ Ergodic and mixing random walks on locally compact groups 1981 Joseph Rosenblatt
+ Ergodic and mixing properties of measures on locally compact groups 1986 Eberhard Kaniuth
+ Stationary Processes and Ergodic Theory 2006
+ Ergodic Theorems for Homogeneous Random Measures 1992 Arkady Tempelman
+ PDF Chat A ratio ergodic theorem for groups of measure-preserving transformations 1983 M. E. Becker
+ PDF Chat Strong Uniform Distributions and Ergodic Theorems 1975 J. R. Blum
L.-S. Hahn
+ Pointwise ergodic theorems for actions of groups 2006 Amos Nevo
+ Chapter 7: Local ergodic theorems and differentiation 1985
+ PDF Chat The individual ergodic theorem for non-invariant measures 1977 Michael Lin
Robert Sine
+ Ergodic Theory of Markov Chains Admitting an Infinite Invariant Measure 1985 T. E. Harris†
Herbert Robbins