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A perturbed ergodic theorem
Authors:Radu-Nicolae Gologan
Affiliation:Institutul de Matematica al Academiei Române, CP 1-764, 70700 Bucuresti, România
Abstract:Using a version of an ergodic lemma due to Cuculescu and Foias, we prove a pointwise ergodic theorem for $L^1$-contractions which can be viewed as a perturbed version of the celebrated ergodic theorem of Chacon and Ornstein. Surprisingly, to some extent, the complex part of the iterates involved have no effect on the ergodic convergence.

Keywords:$L^1$-contraction   ergodic theorem
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