An Approach to the Stability of Symmetric Bi-K-Derivations in Γ-Banach Algebras

Authors

  • Md Shahidul Islam Khan Department of Mathematics, PDUAM, Amjonga, Assam, India
  • Abdul Halim Ahmed Department of Mathematics, Nabajyoti College, Kalgachia, Barpeta, Assam, India

Keywords:

Stability, Γ-Banach Algebra, Symmetric bi-k-derivation, functional equation.

Abstract

Given any Banach Algebra V over F, the binary operation  in  is called Symmetric bi-k-derivation if

(a) D is bilinear over F, mceclip0-935d2f2e9a175d796367a523ba7b973a.png mceclip1-5793f05896bf290d6525b8ba87847337.png  is linear over F. We study on Stability of Symmetric bi-k-derivation in Banach Algebra V for the functional equation[1]  mceclip2-105df22b421eedd616b143deb0d18ca8.png mceclip3-3b4212d9e3db8090b1c3ef2be0d9a788.png

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Published

2024-09-24

How to Cite

Md Shahidul Islam Khan, & Abdul Halim Ahmed. (2024). An Approach to the Stability of Symmetric Bi-K-Derivations in Γ-Banach Algebras. Journal of Computational Analysis and Applications (JoCAAA), 33(05), 970–976. Retrieved from https://eudoxuspress.com/index.php/pub/article/view/705

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