Asymptotic behavior of almost quartic \(\ast \)-derivations on Banach \(\ast \)-algebras (Q2311683)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Asymptotic behavior of almost quartic \(\ast \)-derivations on Banach \(\ast \)-algebras |
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Asymptotic behavior of almost quartic \(\ast \)-derivations on Banach \(\ast \)-algebras (English)
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4 July 2019
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Summary: The purpose of this paper is to obtain the stability theorems of quartic \(\ast \)-derivations associated with the quartic functional equation \(f(3 x - y) + f(x + y) + 6 f(x - y) = 4 f(2 x - y) + 4 f(y) + 24 f(x)\) on Banach \(\ast \)-algebras.
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stability theorems
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\(\ast \)-derivations
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