In this paper, we define generalized σ− conformable fractional integrals on co-ordinated
functions and generalized σ− conformable fractional integrals for the functions of two …

Fractional inequalities play a crucial role in building mathematical mechanisms and their
related solution functions across the majority of practical science domains. A variety of …

In most fields of applied sciences, inequalities are important in constructing mathematical
systems and associated solution functions. Convexity also has a significant impact on an …

Integral inequalities concerned with convexity have many applications in several fields of
mathematics in which symmetry plays an important role. In the theory of convexity, there …

The main motivation in this article is to prove new integral identities and related results. In
this paper, we deal with E-convex function, Hermite-Hadamard type inequalities, and …

In this work, novel Ostrowski-type inequalities for dissimilar function classes and generalized
fractional integrals (FITs) are presented. We provide a useful identity for differentiable …

This article's objective is to introduce a new double inequality based on the Jensen–Mercer
(JM) inequality, known as the Hermite–Hadamard–Mercer inequality. We use the (JM) …

In the current research, some midpoint-type inequalities are generalized for co-ordinated
convex functions with the help of generalized conformable fractional integrals. Moreover …

It is well known that inequalities enable us to analyze and solve complex problemswith
precision and efficiency. The inequalities provide powerful tools for establishing bounds …

In the current research, some midpoint-type inequalities are acquired via 𝑠-convex
mappings with the aid of conformable fractional integrals. Some studies in the literature have …