FUNCTIONAL INEQUALITIES IN beta-HOMOGENEOUS F-SPACES

Lu, Gang; Park, Choonkil

상세 보기

FUNCTIONAL INEQUALITIES IN beta-HOMOGENEOUS F-SPACES

Lu, Gang;
Park, Choonkil

Citations

WEB OF SCIENCE

0

Citations

SCOPUS

0

초록

In this paper, we prove the Hyers-Ulam stability problem for the following function inequalities parallel to Sigma(N)(i=1) f(x(i))parallel to <= parallel to K f(Sigma(N)(i=1) x(i)/K)parallel to parallel to Sigma(N)(i=1) f(x(i))parallel to <= parallel to K f(Sigma(m)(i=1) x(i)/K) + C f(Sigma(N)(i=m+1) x(i)/C)parallel to in beta-homogeneous F-spaces.

키워드

beta-homogeneous F-space; Hyers-Ulam stability; functional inequality; TERNARY BANACH-ALGEBRAS; ADDITIVE MAPPINGS; STABILITY; ULAM; DERIVATIONS; EQUATIONS

제목: FUNCTIONAL INEQUALITIES IN beta-HOMOGENEOUS F-SPACES

저자: Lu, Gang; Park, Choonkil

발행일: 2014-10

유형: Article

저널명: Journal of Computational Analysis and Applications

권: 17

호: 2

페이지: 280 ~ 286