Milne-type Inequalities for Co-Ordinated Convex Functions

Abstract

In this research, our objective is to formulate a unique identity for Milne-type inequalities involving for functions of two variables having convexity on co-ordinates over $[\mu, \upsilon]\times[\omega,\varkappa]$. By employing this identity, we establish some new inequalities of the Milne-type for co-ordinated convex functions. Furthermore, the propose identity strengthens the theoretical basis of mathematical inequalities showcasing its significance in various fields.