1999East Asian Mathematical JournalRequires access

TYPE $I_{\infty}$ OF A VON NEUMANN ALGEBRA ALG$\mathcal{L}$

Jong-Geon Kim

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Abstract

What we will be concerned with is, first, the question of the condition about that gives Alg a von Neumann algebra, that is, the question of the condition about that will give Alg a self-adjoint algebra. Secondly, if Alg is a von Neumann algebra, we want to find out what type it is.

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What this paper is about

What we will be concerned with is, first, the question of the condition about that gives Alg a von Neumann algebra, that is, the question of the condition about that will give Alg a self-adjoint algebra. Secondly, if Alg is a von Neumann algebra, we want to find out what type it is.

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Available abstract

What we will be concerned with is, first, the question of the condition about that gives Alg a von Neumann algebra, that is, the question of the condition about that will give Alg a self-adjoint algebra. Secondly, if Alg is a von Neumann algebra, we want to find out what type it is.

Key concepts: Von Neumann algebra, Abelian von Neumann algebra, Affiliated operator, Mathematics, Von Neumann architecture, Algebra over a field, Von Neumann's theorem, Type (biology)

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