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Banach Algebras in Which Every Element is a Topological Zero Divisor - MaRDI portal

Banach Algebras in Which Every Element is a Topological Zero Divisor (Q4327647)

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scientific article; zbMATH DE number 741394
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Banach Algebras in Which Every Element is a Topological Zero Divisor
scientific article; zbMATH DE number 741394

    Statements

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    10 April 1995
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    topological divisor of zero
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    orthogonal basis
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    Silov boundary
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    Gelfand space
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    nonunital Hermitian-Banach *-algebra with continuous involution
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    Banach Algebras in Which Every Element is a Topological Zero Divisor (English)
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