On a classical scheme in noncommutative multiparameter ergodic theory

Details On a classical scheme in noncommutative multiparameter ergodic theory On a classical scheme in noncommutative multiparameter ergodic theory

2006-05-11

arxiv.org/abs/math/0605299v1

`Quantum Probability and Infinite Dimensional Analysis, From Foundations to Applications, Krupp-Kolleg Greifswald, Germany, Ju

Mathematics

Operator Algebras

14 pages

Scientific paper

In the first part of the paper the natural scheme for proving noncommutative individual ergodic theorems for multiple sequences is described and applied to obtain results on unrestricted convergence of multiaverages. In the second part convergence of ergodic averages induced by several maps satisfying specific recurrence relations, including so-called Multi Free Group Partial Sums, is proved. This is the multiindexed version of results obtained earlier jointly with V.I.Chilin and S.Litvinov.

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