Preprint

·2023 OPEN ACCESS

Some novel estimations of hadamard type inequalities for different kinds of convex functions via tempered fractional integral operator

Abdüllatif Yalçın YTU , Ahmet Ocak Akdemi̇r , Erdal Gül YTU

Abstract

In this article, the hermite hadamard inequality for (h,m)-convex and s-convex functions is established by using tempered fractional integrals. And some integral inequalities related to the right and left inequality of the hermit hadamard for tempered fractional integrals are proved.

Keywords

Mathematics Hadamard transform Convex function Pure mathematics Operator (biology) Regular polygon Inequality Type (biology) Hadamard's inequality Hermite polynomials Mathematical analysis Hadamard matrix Geometry

Subject Areas

Mathematical Inequalities and Applications ·Applied Mathematics ·Physical Sciences

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