An Amar-Lederer peak set theorem for subdiagonal algebras

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  In joint work with David Blecher we extend Uedas peak set theorem for subdiagonalsubalgebras of tracial finite von Neumann algebras,to(S)\sigma(S)-finite von Neumann algebras(that is,von Neumann algebras with a faithful state; which includes those on a separable Hilbert space,or with separable predual).
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