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Hyperstability of Jordan triple derivations on Banach algebras

Published 9 Jun 2015 in math.FA | (1506.03045v1)

Abstract: In this article, it is proved that a functional equation of (linear) Jordan triple derivations on unital Banach algebras under quite natural and simple assumptions is hyperstable. It is also shown that under some mild conditions approximate Jordan triple derivations on unital semiprime Banach algebras are (linear) derivations.

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Authors (2)

  1. Sang Og Kim 
  2. Abasalt Bodaghi 

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