Extension of Ostrowski inequality via the Katugampola integrals of fractional order
Abstract
The purpose of proceeding work is to form new generalized and extended form of Ostrowski type inequality by the help of fraction order integral of Katugampola type which is the extended form of Reimann-Liouville and Hadamard integral of fractional order. To get the results, a new identity is introduced by the researchers which help in deriving the few inequalities for the class of whose powers are absolute derivatives values are p-convex. It can be seen that the extended form is generalization of some well-known results.
How to Cite This Article
Alizay Batool, Khurrem Shehzad, Adnan Shokat, Muhammad Waqas (2022). Extension of Ostrowski inequality via the Katugampola integrals of fractional order . International Journal of Multidisciplinary Research and Growth Evaluation (IJMRGE), 3(5), 415-432.