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Browsing Scopus by Subject "Finite von Neumann algebras; Logmodular; Noncommutative Hardy spaces; Subdiagonal operator algebra"

Browsing Scopus by Subject "Finite von Neumann algebras; Logmodular; Noncommutative Hardy spaces; Subdiagonal operator algebra"

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  • Blecher D.P.; Labuschagne L.E. (2006)
    We transfer a large part of the circle of theorems characterizing the generalization of classical H ∞ known as 'weak* Dirichlet algebras', to Arveson's very general noncommutative setting of subalgebras of finite von Neumann ...

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