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- W2912298573 abstract "We consider *-automorphisms and *-antiautomorphisms of real and complex factors. We establish both the uniqueness of the class of *-automorphisms (with $$bmod left( right) = lambda ,lambda ne 1$$ ) of a real injective $${text{II}}_infty$$ factor and the uniqueness of the class of *-antiautomorphisms (with $$bmod left( right) = sqrt lambda ,lambda ne$$ ) of a complex injective $${text{II}}_infty$$ factor. It is well known that, for complex factors, the notions of hyperfiniteness and injectivity are equivalent. Here we prove that, for real factors, the two notions are no longer equivalent. Bibliography: 15 titles." @default.
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- W2912298573 doi "https://doi.org/10.1023/a:1012444801605" @default.
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