On stability properties of positive contractions of $L^1$-spaces accosiated with finite von Neumann algebras

Details On stability properties of positive contractions of $L^1$-spaces accosiated with finite von Neumann algebras On stability properties of positive contractions of $L^1$-spaces accosiated with finite von Neumann algebras

2005-11-12

arxiv.org/abs/math/0511321v1

Colloq. Math. 105 (2006), N. 2, 259-269

Mathematics

Operator Algebras

11 pages. to appear Colloq. Math

Scientific paper

In the paper we extent the notion of Dobrushin coefficient of ergodicity for
positive contractions defined on $L^1$-space associated with finite von Neumann
algebra, and in terms of this coefficient we prove stability results for
$L^1$-contractions.

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