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引用
期刊论文
CERTAIN STRUCTURE OF SUBDIAGONAL ALGEBRAS
J. OPERATOR THEORY 39 (1998), 309-317,-0001,():
Let A be a maximal subdiagonal algebra of a von Neumann algebra M with respect to a faithful normal expectation. Then we show that if is a faithful normal state of M such that=then A is -invariant, where2R is the modular automorphism group associated with. As an application, we prove that every -weakly closed subdiagonal algebra of B(H) is a nest algebra with an atomic nest.
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