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Dive into the research topics where Sajid Iqbal is active.

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Featured researches published by Sajid Iqbal.


Cogent Mathematics | 2015

On generalization of an integral inequality and its applications

Ghulam Farid; Sajid Iqbal; Josip Pečarić

In this paper, we give generalization of an integral inequality. We find its applications in fractional calculus by involving different kinds of fractional integral operators, for example Riemann–Liouville fractional integral, Caputo fractional derivative, Canavati fractional derivative and Widder derivative, Saigo fractional integral operator, etc.


Tbilisi Mathematical Journal | 2017

Hardy-type inequalities for generalized fractional integral operators

Sajid Iqbal; Josip Pečarić; Muhammad Samraiz; Živorad Tomovski

Abstract The aim of this research paper is to establish the Hardy-type inequalities for Hilfer fractional derivative and generalized fractional integral involving Mittag-Leffler function in its kernel using convex and increasing functions.


Banach Journal of Mathematical Analysis | 2017

On some Hardy-type inequalities for fractional calculus operators

Sajid Iqbal; Josip Pečarić; Muhammad Samraiz; Zivorad Tomovski

In this article we present applications of Hardy- type and refined Hardy-type inequalities for a generalized fractional integral operator involving the Mittag-Leffler function in its kernel and for the Hilfer fractional derivative using convex and monotone convex functions.


Cogent Mathematics & Statistics | 2018

Generalized integral inequalities for fractional calculus

Muhammad Samraiz; Sajid Iqbal; Josip Pečarić

In this paper, we present a variety of integral inequalities in and spaces for the integral operator involving generalized Mittag-Leffler function in its kernel, Hilfer fractional derivative, generalized Riemann-Liouville and Riemann-Liouville k-fractional integral operators.


Journal of Mathematical Inequalities | 2015

Multiple Opial-type inequalities for general kernels with applications

Sajid Iqbal; Josip Pečarić; Muhammad Samraiz

The main purpose of this paper is to give the general multiple Opial-type inequalities for general kernels. We consider the monotocity and boundedness of the weight functions to prove new inequalities. As applications of our general results we establish new inequalities for Widder’s derivatives and linear differential operator. Results from [11] are obtain by applying the Canavati fractional derivatives to our main results.


Mathematica Slovaca | 2014

On refined Hardy-type inequalities with fractional integrals and fractional derivatives

Sajid Iqbal; Kristina Krulić Himmelreich; Josip Pečarić

The aim of this paper is to present new more general Hardy-type inequalities for different kinds of fractional integrals and fractional derivatives.


Journal of Mathematical Inequalities | 2011

On an inequality for convex functions with some applications on fractional derivatives and fractional integrals

Sajid Iqbal; Kristina Krulić; Josip Pečarić


Fractional Differential Calculus | 2013

WEIGHTED HARDY-TYPE INEQUALITIES FOR MONOTONE CONVEX FUNCTIONS WITH SOME APPLICATIONS

Sajid Iqbal; Kristina Krulić Himm lreich; Josip Pečarić


Mathematical Inequalities & Applications | 2015

Applications of refined Hardy-type inequalities

Sajid Iqbal; Josip Pečarić; Muhammad Samraiz; Nazra Sultana


Journal of Mathematical Inequalities | 2013

n-EXPONENTIAL CONVEXITY OF HARDY-TYPE AND BOAS-TYPE FUNCTIONALS

Sajid Iqbal; Kristina Krulić Himmelreich; Josip Pečarić; Dora Pokaz

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Ghulam Farid

COMSATS Institute of Information Technology

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Lars-Erik Persson

Luleå University of Technology

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