New Weighted Inequalities for Functions Whose Higher-Order Partial Derivatives Are Co-Ordinated Convex

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Fundamental Journal of Mathematics and Applications
Volume:7 Issue:2
New Weighted Inequalities for Functions Whose Higher-Order Partial Derivatives Are Co-Ordinated Conv...

New Weighted Inequalities for Functions Whose Higher-Order Partial Derivatives Are Co-Ordinated Convex

Authors : Samet Erden, Mehmet Zeki Sarıkaya

Pages : 77-86

Doi:10.33401/fujma.1383885

View : 136 | Download : 100

Publication Date : 2024-06-30

Article Type : Research Paper

Abstract :The purpose of this study is to establish recent inequalities based on double integrals of mappings whose higher-order partial derivatives in absolute value are convex on the co-ordinates on rectangle from the plane. Also, some special cases of results improved in this study are examined.
Keywords : Hermite Hadamard inequalities, co ordinated convex mapping, partial derivative functions, Integral inequalities

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