4.6 Article

Stability of hyper homomorphisms and hyper derivations in complex Banach algebras

期刊

AIMS MATHEMATICS
卷 7, 期 6, 页码 10700-10710

出版社

AMER INST MATHEMATICAL SCIENCES-AIMS
DOI: 10.3934/math.2022597

关键词

Hyers-Ulam stability; 3-additive functional equation; hyper derivation; hyper homomrphism; 3-linear mapping

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This paper introduces the concepts of hyper homomorphisms and hyper derivations in Banach algebras, and establishes their stability in a specific functional equation.
In this paper, we introduce the concept of hyper homomorphisms and hyper derivations in Banach algebras and we establish the stability of hyper homomorphisms and hyper derivations in Banach algebras for the following 3-additive functional equation: g(x(1) + x(2), y(1) + y(2),z(1) + z(2)) = Sigma(2)(i,j,k=1) g(x(i), y(j), z(k)).

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