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초록
In this research, we use a fixed point theorem to investigate the Hyers-Ulam stability in matrix fuzzy normed space (MFNS) connected to the generalized Jensen functional equation Sigma i=1mF(ai)=12m[Sigma i=1mF(mai+Sigma j=1,j not equal imaj)+F(Sigma i=1mai)], where m is a fixed positive integer with m >= 2. This work addresses the proofs of vital theorems and presents their corresponding corollaries.
키워드
Operator space; Jensen-type functional equation; Matrix fuzzy normed space; Fixed point; Hyers-Ulam stability; STABILITY
- 제목
- Perturbation of functional equations in MFN-spaces
- 저자
- Shokri, Javad; Park, Choonkil
- 발행일
- 2025-12
- 유형
- Article; Early Access
- 저널명
- JOURNAL OF ANALYSIS
- 권
- 33
- 호
- 6
- 페이지
- 2711 ~ 2721