Some inequalities related to interval-valued \(\eta_h\)-convex functions (Q2034510)

Summary: Convexity plays an important role in many areas of mathematics, especially in the study of optimization problems where they are distinguished by a number of convenient properties. Our aim is to introduce a more extended version of convexity. In this paper, we introduced interval-valued generalized \(\eta_h\) convex function and proved Hermite-Hadamard-, Jensen-, and Ostrowski-type inequalities in this generalization. The presented results are generalizations of many existing results of literature.