Open Journal of Mathematical Analysis
Vol. 7 (2023), Issue 2, pp. 8 – 20
ISSN: 2616-8111 (Online) 2616-8103 (Print)
DOI: 10.30538/psrp-oma2023.0127
Some new results of ostrowski type inequalities using 4-step quadratic kernel and their applications
Rana Muhammad Kashif Iqbal\(^{1,2,*}\), Ather Qayyum\(^{2}\), Tayyaba Nashaiman Atta\(^{2}\), Muhammad Moiz Basheer\(^{2}\), Ghulam Shabbir\(^{3}\)
\(^{1}\)Department of Mathematics, Institute of Southern Punjab, Multan Pakistan.
\(^{2}\)Department of Mathematics, Institute of Southern Punjab, Multan Pakistan.
\(^{3}\)Department of Mathematics, University of Agriculture Faisalabad, Pakistan.
Copyright © 2023 Rana Muhammad Kashif Iqbal,Ather Qayyum, ayyaba Nashaiman Atta,Muhammad Moiz Basheer and Ghulam Shabbir. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.
Received: August 10, 2023 – Accepted: December 2, 2023 – Published: December 29, 2023
Abstract
This work is a generalization of Ostrowski type integral inequalities using
a special 4-step quadratic kernel. Some new and useful results are obtained.
Applications to Quadrature Rules and special Probability distribution are
also evaluated.
a special 4-step quadratic kernel. Some new and useful results are obtained.
Applications to Quadrature Rules and special Probability distribution are
also evaluated.
Keywords:
Coefficient bounds; Fekete-Szego inequalities; \(p\)-valent functions