2 (HH) hold. This double inequalities are known in the literature as the Hermite-Hadamard
inequality for convex functions. Many important inequalities are established for the class of …

The Jensen inequality is one of the most favorable inequalities during the last few decades
due to its expressive characteristics and properties. This inequality has gained a very …

In this paper, we state some characterizations of h-convex function defined on a convex set
in a linear space. By doing so, we extend the Jensen–Mercer inequality for h-convex …

We investigate how the type of Convexity of the Core function affects the Csisz\'{a} r $ f $-
divergence functional. A general treatment for the type of convexity has been considered …

We introduce the notion of operator (φ, h)-convex functions and prove Jensen–Hansen–
Pedersen-type inequalities and a Hermite–Hadamard-type inequality for this class, which …

In this paper, we state some characterizations of $ h $-convex function is defined on a
convex set in a linear space. By doing so, we extend the Jensen-Mercer inequality for $ h …

In this paper, we investigate the functions of P-class and of Q-class associated with
symmetric cones. We provide the characterizations for P-class functions on symmetric …