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1. q,h-Opial-Type Inequalities via Hahn Operators.

Author

Nosheen, Ammara, Saba, Anum, Khan, Khuram Ali, and Kahungu, Michael Kikomba

Subjects
DIFFERENTIAL operators, EQUALITY
Abstract

In this paper, the well-known Hölder's inequality is proved via Hahn differential and integral operators, which is a helping tool to establish some Opial-type inequalities via Hahn's calculus. The weight functions involved in these Opial-type inequalities are positive and monotone. In search of applications, some new as well as some existing inequalities in the literature are obtained by applying suitable limits. [ABSTRACT FROM AUTHOR]

Published
2022
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