Let T be a free ergodic measure-preserving action of an abelian group G on Γ°X ; mΓ: The crossed product algebra R T ΒΌ L 1 Γ°X ; mΓs G has two distinguished masas, the image C T of L 1 Γ°X ; mΓ and the algebra S T generated by the image of G: We conjecture that conjugacy of the singular masas S T Γ°1Γ a
Shift Automorphisms of the Hyperfinite Factor
β Scribed by Uwe Quasthoff
- Publisher
- John Wiley and Sons
- Year
- 1987
- Tongue
- English
- Weight
- 277 KB
- Volume
- 131
- Category
- Article
- ISSN
- 0025-584X
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π SIMILAR VOLUMES
Let A be the generic dynamics factor. Since A is a quotient of the Borel\*envelope of the Fermion algebra it is hyperfinite. Let Out A s Aut ArInn A be the outer automorphism group of A. Among other more general results it is shown that every countable group can be isomorphically embedded in Out A;
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