The Stability of a General Sextic Functional Equation by Fixed Point Theory

Jaiok Roh; Yang-Hi Lee; Soon-Mo Jung

doi:10.1155/2020/6497408

Journal of Function Spaces (Jan 2020)

The Stability of a General Sextic Functional Equation by Fixed Point Theory

Jaiok Roh,
Yang-Hi Lee,
Soon-Mo Jung

Affiliations

Jaiok Roh: Ilsong College of Liberal Arts, Hallym University, 200-702 Chuncheon, Republic of Korea
Yang-Hi Lee: Department of Mathematics Education, Gongju National University of Education, Gongju 32553, Republic of Korea
Soon-Mo Jung: Mathematics Section, College of Science and Technology, Hongik University, 30016 Sejong, Republic of Korea

DOI: https://doi.org/10.1155/2020/6497408
Journal volume & issue: Vol. 2020

Abstract

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In this paper, we will consider the generalized sextic functional equation ∑i=07 7Ci−17−ifx+iy=0. And by applying the fixed point theorem in the sense of Ca˘dariu and Radu, we will discuss the stability of the solutions for this functional equation.

Published in Journal of Function Spaces

ISSN: 2314-8896 (Print); 2314-8888 (Online)
Publisher: Wiley
Country of publisher: United Kingdom
LCC subjects: Science: Mathematics
Website: https://onlinelibrary.wiley.com/journal/9303

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