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Prof. Dr. Ghulam Farid Tenured Professor Mathematics Area of Interest Mathematical Analysis, Inequalities, Convex Analysis, Integral operators, Graph Theory Office Telephone 111-001-007 Ext. Official Email Available via Message Portal Send Message

Prof. Dr. Ghulam Farid

Tenured Professor

Mathematics

Area of Interest

Mathematical Analysis, Inequalities, Convex Analysis, Integral operators, Graph Theory

Office Telephone

111-001-007 Ext.

Official Email

Available via Message Portal

Send Message

Biography

Ghulam Farid is a Professor at COMSATS University Islamabad (CUI), Lahore Campus, Pakistan. He holds a PhD and has authored or co-authored more than 250 publications and one book. His principal research interests include mathematical analysis, mathematical inequalities, fractional calculus, and graph theory, with particular emphasis on the Hermite–Hadamard inequality, convex functions and related classes, and Hardy-type inequalities. His research also investigates integral operators and their consequences for fractional integrals, including associated inequalities and applications. He additionally explores degree-based topological indices and their applications in quantitative structure–property relationships. He serves as Managing Editor of PJMI.

Publications

Journal Papers 0

1.	Muhammad Ajmal , Muhammad Rafaqat , Ghulam Farid , Josip Pecaric and Salah Boulaaras (2026), "Inequalities for Convex and Related Functions and Further Results for Fractional Integrals", Sahand Communications in Mathematical Analysis
2.	Matloob Anwar, Muna Elsadig, Ghulam Farid, Josip Pecaric and Jongsuk Ro (2026), "Computation of weighted Jensen and Lah-Ribari?c inequalities for analogue of (g, h; m)-convexity", Aims Mathematics, pp: 33543–33570, Vol: 11, Issue: 10
3.	Matloob Anwar, Ghulam Farid, Hafiza Elbadie and Jongsuk Ro (2026), "Computing integer- and fractional-order q-h boundary-value problems", Aims Mathematics, pp: 32992–33011, Vol: 11, Issue: 10
4.	Hala H. Taha, Josip Pecaric, Jongsuk Ro, and Ghulam Farid (2026), "Applications of Mittag-Leffler functions in computing fractional integral inequalities", Aims Mathematics, pp: 30355–30373, Vol: 11, Issue: 9
5.	Liaqat Ali, Muhammad Aslam, Ghulam Farid, Hala H. Taha (2026), "Brouwer’s Fixed Point Theorem and Open Mapping Theorem in Hemi-Normed Spaces", Journal of Mathematics
6.	Hala H. Taha, Yasmeen Razia, Ghulam Farid, Saleem Ullah and Jongsuk Ro (2026), "EXTENSIONS OF FRACTIONAL INTEGRAL INEQUALITIES VIA KATUGAMPOLA FRACTIONAL INTEGRALS", Journal of Applied Analysis and Computation, pp: 3232–3243, Vol: 16, Issue: 6
7.	256. M. Andric, G. Farid, J. Pecaric, U. Siddique (2026), "Generalization of reverse Minkowski’s type inequalities via unified integral operator", Trans. A. Razmadze Math. Inst., pp: 1-12, Vol: 180, Issue: 1
8.	250. H. H. Taha, G. Farid, J. Pecaric, J. Ro, A. A. Hassaballa (2026), "On Riemann-Liouville integral inequalities via quasi convex with respect to strictly monotone functions", Journal of Applied Analysis and Computation, pp: 794–806, Vol: 16, Issue: 2 (External URL)
9.	Muhammad Ajmal, Muhammad Rafaqat, Waseela Bibi, Abdelgalal O.I. Abaker, Ghulam Farid (2026), "Unified Bounds for Quantum-Plank Integrals and Generalized Hermite-Hadamard Inequalities", International Journal of Analysis and Applications
10.	G. Farid, M. Elamin, S. Abdul-Khalek (2025), "Quantum integral inequalities on the pattern of Ostrowski and Ostrowski-Gruss type inequalities", U.P.B. Sci. Bull., Series A, Vol: 87, Issue: 2
11.	W. Iqbal, L. Rathour, A. U. Rehman, N. Latif, G. Farid, L. N. Mishra (2025), "Inequalities for exponentially convex and m-convex functions with applications", J. Math. Ext
12.	G. Farid, S. Kovas, J. Pecaric, M. R. Penava (2025), "Weighted Ostrowski type inequalities for some classes of convex functions", Filomat, Vol: 39, Issue: 14 (External URL)
13.	YONGHONG LIU, GHULAM FARID, FERDOUS M. O. TAWFIQ, JONGSUK RO (2025), "BOUNDS FOR GENERALIZED FRACTIONAL INTEGRAL OPERATORS OF GENERALIZED STRONGLY CONVEX FUNCTIONS VIA MITTAG-LEFFLER FUNCTIONS", Fractals, Vol: 34, Issue: 4
14.	G. Farid, F. M. O. Tawfiq, D. Breez, L-I. Cotirla (2025), "Inequalities for fractional Riemann-Liouville integrals via monotone functions", Fractals, Vol: 33, Issue: 8 (External URL)
15.	W. Zhao, G. Farid, J. Ro, A. U. Rehman, I. Mekawy (2025), "Fractional versions of Ostrowski and related inequalities with applications", Fractals, Vol: 33, Issue: 8 (External URL)
16.	Y. Liu, G. Farid, J. Pecaric, J. Ro, M. Elamin, S. Abdel- Khalek (2025), "Strongly (g,h;a-m)-convex functions and the consequent Hermite–Hadamard-type inequalities", Applied Mathematics in Science and Engineering, Vol: 33, Issue: 1 (External URL)
17.	Y. Liu, G. Farid, L. Alkhalifa, W. Nazeer (2025), "Fractional integral inequalities of Ostrowski and Hadamard type via k-analogues of Caputo derivatives", Fractals, Vol: 33, Issue: 4 (External URL)
18.	Y. Liu, G. Farid, J. Ro, M. Elamin, S. Abdel-Khalek (2025), "Some well-known inequalities of Ostrowski like for Caputo derivatives", Applied Mathematics in Science and Engineering, Vol: 33, Issue: 1 (External URL)
19.	R. H. Egami, W. Bibi, B. A. Younis, G. Farid, M. Ali (2025), "Generalization of q-integral inequalities for (a, ? - m)-convex functions and their refinements", J. Funct. Spaces, Vol: 2025 (External URL)

Qualification

Phd

ASSMS GC University Lahore, Pakistan

Sep 2007 to Apr 2012