Higher derivations on Lie ideals of triangular algebras
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Let T be a triangular algebra and let U be an admissible Lie ideal of T. We mainly consider the question whether each Jordan higher derivation of U into T is a higher derivation of U into T. We also give some characterizations for the Jordan triple higher derivations of U.
Keywordsadmissible Lie ideal, triangular algebra higher derivation, Jordan (triple) higher derivation
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