| Authors | Mohsen Niazi |
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| Journal | Indian Journal of Pure and Applied Mathematics |
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| Page number | 0-0 |
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| IF | 0.254 |
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| Paper Type | Full Paper |
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| Published At | 2026 |
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| Journal Grade | ISI |
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| Journal Type | Typographic |
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| Journal Country | India |
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| Journal Index | JCR،Scopus |
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| Keywords | C*, algebra, Triple product, Ternary derivation, Quadratic Leibniz rule |
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Abstract
Given a mapping on a unital C*-algebra that satisfies the quadratic Leibniz rule, a result of Isidro shows that it is automatically additive, and under the assumption of continuity, it is real homogeneous. We show, moreover, that it is in fact complex homogeneous.
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