New Symmetric Midpoint Type Inequalities For Convex Functions

Rashida Hussain, Ghazala Gulshan, Hüseyin BUDAK, Amara Rehman

Abstract


The aim of the current study is to establish right-symmetric quantum integral equality. Then, by using this equality, we represent modified versions of midpoint-type inequalities for differentiable convex functions. We
create links between our results and previous findings in the literature. Furthermore, we also provide examples that verify our results. The concepts and methods presented in this work can inspire more investigation.


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