Non-Archimedean Random Stability of σ− Quadratic Functional Equation: IZ. EL-Fassi, S. Kabbaj

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Non-Archimedean Random Stability of σ− Quadratic Functional Equation

IZ. EL-Fassi, S. Kabbaj

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Abstract

Abstract : The aim of this paper is to investigate the generalized Hyers - Ulam
stability of the following quadratic functional equation
f(ax + by) = a^2g(x) + b^2h(y) + (ab/2)[f(x + y) − f(x + σ(y))]
in non-Archimedean RN-spaces, by using the ﬁxed point method.

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Published

2016-04-01

How to Cite

Team, S. (2016). Non-Archimedean Random Stability of σ− Quadratic Functional Equation: IZ. EL-Fassi, S. Kabbaj. Thai Journal of Mathematics, 14(1), 151–165. Retrieved from https://thaijmath2.in.cmu.ac.th/index.php/thaijmath/article/view/587