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On the greatest regular closed subalgebras and the Apostol algebras of \(L^p\)-multipliers whose Fourier transforms are continuous and vanish at infinity - MaRDI portal

On the greatest regular closed subalgebras and the Apostol algebras of \(L^p\)-multipliers whose Fourier transforms are continuous and vanish at infinity (Q1382854)

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scientific article; zbMATH DE number 1130809
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English
On the greatest regular closed subalgebras and the Apostol algebras of \(L^p\)-multipliers whose Fourier transforms are continuous and vanish at infinity
scientific article; zbMATH DE number 1130809

    Statements

    On the greatest regular closed subalgebras and the Apostol algebras of \(L^p\)-multipliers whose Fourier transforms are continuous and vanish at infinity (English)
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    26 October 1998
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    Apostol algebras
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    \(L^p\)-multipliers
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    algebras of continuous functions
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    greatest regular subalgebras
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    multiplication operators
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    functions with natural spectra
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    spectral properties of certain Fourier multipliers
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