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    Hermite-Hadamard Type Inequalities For (H)Over-Bar-Convex Function Via Fuzzy Interval-Valued Fractional Q-Integral
    (World Scientific Publ Co Pte Ltd, 2024) Cheng, Haiyang; Zhao, Dafang; Sarikaya, Mehmet zeki
    Fractional q-calculus is considered to be the fractional analogs of q-calculus. In this paper, the fuzzy interval-valued Riemann-Liouville fractional (RLF) q-integral operator is introduced. Also new fuzzy variants of Hermite-Hadamard (HH) type and HH-Fejer inequalities, involving (h) over bar -convex fuzzy interval-valued functions (FIVFs), are presented by making use of the RLF q-integral. The results not only generalize existing findings in the literature but also lay a solid foundation for research on inequalities concerning FIVFs. Moreover, to verify our theoretical findings, numerical examples and imperative graphical illustrations are provided.