Generalised \(F\)-algebras as predual algebras of \( JBW ^\ast\)-triples and characterisations of the Fourier algebras on locally compact groups (Q2274040)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Generalised \(F\)-algebras as predual algebras of \( JBW ^\ast\)-triples and characterisations of the Fourier algebras on locally compact groups |
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Generalised \(F\)-algebras as predual algebras of \( JBW ^\ast\)-triples and characterisations of the Fourier algebras on locally compact groups (English)
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19 September 2019
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This work is devoted to the notion of generalised \(F\)-algebras (Lau algebras). The authors generalise some well-known results among \(F\)-algebras like Banach algebras associated with locally compact groups and semigroups such as Fourier algebras.
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locally compact group
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Fourier algebra
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Fourier-Stieltjes algebra
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\(F\)-algebra
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generalised \(F\)-algebra
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\(J B W^\ast\)-algebra
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isometry
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