Abstract
This article aims to present the reverse Minkowski inequality
and other related integral inequalities by using the generalized k-fractional
Hilfer-Katugampola derivative. We have novelized these inequalities by
utilizing the Hölder inequality. Moreover, two new theorems by using this
inequality are presented for the generalized κ-fractional Hilfer-Katugampola
derivative. The numerical approximations of our consequence have several utilities in applied sciences and fractional integral and differential
equations.
Samaira Naz, Muhammad Nawaz Naeem. (2021) New Generalized Reverse Minkowski Inequality and Related Integral Inequalities via Generalized κ-Fractional Hilfer-Katugampola Derivative, Punjab University Journal of Mathematics, Volume-53, Issue-4.
-
Views
620 -
Downloads
68
Article Details
Volume
Issue
Type
Language
