Inequalities Of Hermite-Hadamard Like For S−Convex Function In The 2nd Kind And Implementations In Numerical Integration And Probability Theory

Authors

  • Faraz Mehmood Dawood University of Engineering and Technology
  • Muhammad Awais Shaikh Department of Mathematics, University of Karachi, University Road, Karachi, Pakistan
  • Syeda Ismat Zehra Department of Mathematics, Dawood University of Engineering and Technology, New M. A. Jinnah Road, Karachi, Pakistan
  • Fouzia Abid Department of Mathematics, Dawood University of Engineering and Technology, New M. A. Jinnah Road, Karachi, Pakistan
  • Mateen Ahmed Ghaznavi IIEE (Institute of Industrial Electronics Engineering), University Road, Karachi, Pakistan

Abstract

In the present article, we prove the Hermite-Hadamard (H-H) like inequalities for s−convex (conv.) in the 2nd kind and implementations for theory of Probability (Prob.) & numerical integrati0n are deduced. Some consequences of several published articles would be captured as especial cases. Moreover, we deduce few especial cases of s−conv. function (func.).

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Published

2025-11-16

How to Cite

Mehmood, F., Shaikh, M. A., Zehra, S. I., Abid, F., & Ghaznavi, M. A. (2025). Inequalities Of Hermite-Hadamard Like For S−Convex Function In The 2nd Kind And Implementations In Numerical Integration And Probability Theory. Dialogue Social Science Review (DSSR), 3(11), 37–48. Retrieved from https://dialoguesreview.com/index.php/2/article/view/1204

Issue

Vol. 3 No. 11 (2025): Dialogue Social Science Review (DSSR)

Section

Applied Sciences