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We consider the problem of describing the form of biderivations of a triangular ring. Our approach is based on the notion of the maximal left ring of quotients, which enables us to generalize Benkovič’s result on biderivations (Benkovič in Linear Algebra Appl 431:1587–1602, 2009). Our result is applied to block upper triangular matrix rings and nest algebras.
Bulletin of the Malaysian Mathematical Sciences Society – Springer Journals
Published: Jan 11, 2017
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