Outer Conjugacy Classes of Automorphisms and Antiautomorphisms of Real and Complex Injective Factors

Outer Conjugacy Classes of Automorphisms and Antiautomorphisms of Real and Complex Injective Factors

In this paper we consider the *-automorphisms and the *-antiautomorphism of real and of complex factors. We prove the uniqueness of class of *-automorphisms (with mod(·)=λ,λ≠1)) of injective realII∞factor and the uniqueness of the class of *-antiautomorphisms (withmod(·)=λ,λ≠1)) of injective complex...

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Veröffentlicht in:Journal of functional analysis 1997-03, Vol.144 (2), p.475-485
Hauptverfasser: Rakhimov, A.A., Usmanov, Sh.M.
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description In this paper we consider the *-automorphisms and the *-antiautomorphism of real and of complex factors. We prove the uniqueness of class of *-automorphisms (with mod(·)=λ,λ≠1)) of injective realII∞factor and the uniqueness of the class of *-antiautomorphisms (withmod(·)=λ,λ≠1)) of injective complexII∞factor.
doi_str_mv 10.1006/jfan.1996.2993
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title Outer Conjugacy Classes of Automorphisms and Antiautomorphisms of Real and Complex Injective Factors
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