Some Integral Inequalities for Generalized Convex Fuzzy-Interval-Valued Functions via Fuzzy Riemann Integrals

Abstract In this study, we introduce the new concept of $$h$$ h -convex fuzzy-interval-valued functions. Under concept, present versions Hermite–Hadamard inequalities (H–H inequalities) are called fuzzy-interval type for functions ( FIVF) by means fuzzy order relation. This relation is defined level wise through Kulisch–Miranker on space. Fuzzy and inclusion two different concepts. With help relation, also some H–H product FIVFs. Moreover, have established strong relationship between Hermite–Hadamard–Fej´er (H–H–Fej´er) inequality FIVF. There special cases presented that can be considered applications. useful examples provided to demonstrate applicability concepts proposed in study. paper's thoughts methodologies could serve as a springboard more research field.