Quantum integral inequalities for generalized convex functions

Abstract

In this chapter, we consider generalized convex functions involving two arbitrary functions. We establish some new quantum integral inequalities for the generalized convex functions. Several spacial cases are also discussed which can be obtained from our main results. We expect that the techniques and ideas developed here would be useful in future research. Exploring the applications of general convex functions and quantum integral inequalities is an interesting and fascinating problem.