Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Ornstein_isomorphism_theorem> ?p ?o. }
Showing items 1 to 17 of
17
with 100 items per page.
- Ornstein_isomorphism_theorem abstract "In mathematics, the Ornstein isomorphism theorem is a deep result for ergodic theory. It states that if two different Bernoulli schemes have the same Kolmogorov entropy, then they are isomorphic. The result, given by Donald Ornstein in 1970, is important because it states that many systems previously believed to be unrelated are in fact isomorphic; these include all finite stationary stochastic processes, subshifts of finite type and Markov shifts, Anosov flows and Sinai's billiards, ergodic automorphisms of the n-torus, and the continued fraction transform.".
- Ornstein_isomorphism_theorem wikiPageExternalLink Ornstein_theory.
- Ornstein_isomorphism_theorem wikiPageID "5443884".
- Ornstein_isomorphism_theorem wikiPageRevisionID "527515302".
- Ornstein_isomorphism_theorem author "D. Ornstein".
- Ornstein_isomorphism_theorem hasPhotoCollection Ornstein_isomorphism_theorem.
- Ornstein_isomorphism_theorem id "Ornstein_isomorphism_theorem&oldid=27182".
- Ornstein_isomorphism_theorem title "Ornstein isomorphism theorem".
- Ornstein_isomorphism_theorem subject Category:Ergodic_theory.
- Ornstein_isomorphism_theorem subject Category:Symbolic_dynamics.
- Ornstein_isomorphism_theorem comment "In mathematics, the Ornstein isomorphism theorem is a deep result for ergodic theory. It states that if two different Bernoulli schemes have the same Kolmogorov entropy, then they are isomorphic.".
- Ornstein_isomorphism_theorem label "Ornstein isomorphism theorem".
- Ornstein_isomorphism_theorem sameAs m.0kfz4cj.
- Ornstein_isomorphism_theorem sameAs Q7103669.
- Ornstein_isomorphism_theorem sameAs Q7103669.
- Ornstein_isomorphism_theorem wasDerivedFrom Ornstein_isomorphism_theorem?oldid=527515302.
- Ornstein_isomorphism_theorem isPrimaryTopicOf Ornstein_isomorphism_theorem.