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Titlebook: Mappings of Operator Algebras; Proceedings of the J Huzihiro Araki,Richard V. Kadison Conference proceedings 1991 Birkhäuser Boston, Inc. 1

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Reflections Relating a von Neumann Algebra and Its Commutant,9,10,11,13] can be viewed as consisting of two parts, an “algebraic theory” and a “spatial theory.” In the algebraic theory, the results refer to the von Neumann algebra . and make no reference to the corn-mutant; in the spatial theory, the results involve the commutant either explicitly or implicit
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Approximately Inner Derivations, Decompositions and Vector Fields of Simple C*-Algebras,belian algebra. In some of the more accessible cases, this algebra is a simple C*-algebra, and the objects of study are the associated groups of automorphisms. These are the quantum mechanical symmetry groups.
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Proper Actions of Groups on C*-Algebras,ons are to be defined as a generalization of proper actions of groups on locally compact spaces. Much of the material on proper actions which I have developed for this purpose is of a general nature which may be useful in other situations, as it has seemed appropriate to give a separate exposition of it, in the present article.
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