Post-quantum Ostrowski type integral inequalities for functions of two variables

Abstract

In this study, we give the notions about some new post-quantum partial derivatives and then use these derivatives to prove an integral equality via post-quantum double integrals. We establish some new post-quantum Ostrowski type inequalities for differentiable coordinated functions using the newly established equality. We also show that the results presented in this paper are the extensions of some existing results.

Keywords

• ostrowski inequality
• (p
• q)-integrals
• post-quantum calculus
• co-ordinated convex function