New Riemann-Liouville generalizations for some inequalities of Hardy type

Amina Khamelia,* Zoubir Dahmanib, Karima Frehac and Mehmet Zeki Sarikayad

New Riemann-Liouville generalizations for some inequalities of Hardy type

Authors :

Amina Khameli^a,* Zoubir Dahmani^b, Karima Freha^cand Mehmet Zeki Sarikaya^d

Author Address :

^a,b,cLaboratory LPAM, Faculty SEI, UMAB, Mostaganem, Algeria.
^d Department of Mathematics, Faculty of Science and Arts, Duzce University, Duzce, Turkey.

*Corresponding author.

Abstract :

In this paper, we present new generalizations for some integral results related to Hardy inequalities. For our results, some recent results of Hardy type and other interesting inequalities of integer order of integration can be deduced as some special cases.

Keywords :

Integral inequalities, Riemann-Liouville integral, Hardy ineqality.

DOI :

Article Info :

Received : February 20, 2016; Accepted : April 20, 2016.