Metal-organic frameworks (MOFs) are hybrid materials composed of both organic and
inorganic elements. MOF materials, because of their unique structures and properties, such …

Due to the properties of magnetoelectroelastic intelligent material in this paper and the
coupling response of these materials to environmental and systemic changes and due to the …

The main objective of this paper is to introduce I (p, q) ϱ‐derivative and I (p, q) ϱ‐integral for
interval‐valued functions and discuss their key properties. Also, we prove the I (p, q) ϱ …

There is a strong correlation between convexity and symmetry concepts. In this study, we
investigated the new generic class of functions called the (n, m)–generalized convex and …

The key purpose of this study is to suggest a new fractional extension of Hermite–
Hadamard, Hermite–Hadamard–Fejér and Pachpatte-type inequalities for harmonically …

In the recent era of research developments, mathematical inequalities and their applications
perform a very consequential role in different aspects, and they provide an engaging area …

In this paper, we define (p, q)-integrals for continuous functions of two variables. Then, we
prove the Hermite-Hadamard type inequalities for coordinated convex functions by using (p …

This paper aims to investigate the several generalizations by newly proposed generalized K-
fractional conformable integral operator. Based on these novel ideas, we derived a novel …

This note introduces a new class of preinvexity called (h 1, h 2)-Godunova-Levin preinvex
functions that generalize earlier findings. Based on these notions, we developed Hermite …

In this investigation, we first establish new quantum Hermite–Hadamard type integral
inequalities for s-convex functions by utilizing newly defined T q-integrals. Then, by using …