\(f\)-orthomorphisms and \(f\)-linear operators on the order dual of an \(f\)-algebra revisited (Q2319237)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | \(f\)-orthomorphisms and \(f\)-linear operators on the order dual of an \(f\)-algebra revisited |
scientific article |
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\(f\)-orthomorphisms and \(f\)-linear operators on the order dual of an \(f\)-algebra revisited (English)
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16 August 2019
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Summary: We give a necessary and sufficient condition on an \(f\)-algebra \(A\) for which orthomorphisms, \(f\)-linear operators, and \(f\)-orthomorphisms on the order dual \(A^\sim\) are the same class of operators.
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\(f\)-algebra
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\(f\)-linear operators
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\(f\)-orthomorphisms
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