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Markov subshifts and partial representation of F_n | Danilo Royer
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3 Jul 2001 | Subject: | Operator Algebras; Dynamical Systems MSC-class: 47D99; 37B10 | math.OA math.DS | Abstract: | In this paper we fix a set Lambda^* of positive elements of the free group F_n (e.g. the set of finite words occurring in a Markov subshift) as well as n partial isometries on a Hilbert space H. Based on these we define a map S:F_n --> L(H) which we prove to be a partial representation of F_n on H under certain conditions studied by Matsumoto. | Source: | arXiv, math.OA/0107020 | Services: | Forum | Review | PDF | Favorites |
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