Basic Sciences and Humanities

Dr. Sobia Rafeeq

Overview

I am Dr. Sobia Rafeeq, serving as an Assistant Professor of Mathematics at Muhammad Nawaz Sharif University of Engineering and Technology (MNS UET), Multan, since March 1, 2023. I completed my PhD in Mathematics from the University of Engineering and Technology (UET), Lahore, in November 2019.

In my teaching career, I have taught a wide variety of mathematics courses to undergraduate and graduate students across Pakistan, including Lahore, Multan, and Kharian. My teaching approach is simple: start with the basics, use clear examples, and keep students actively engaged. I firmly believe that with patience and practical relevance, every student can grasp mathematics. I ensure that my students understand each topic thoroughly before moving forward.

Area(s) of Interest

Research Publications

Rafeeq, S. Hussain, M. Aslam, Y. Seol, On Multiparameter Post-Quantum Fractional Quadrature Inequalities with Simulation, Fractal and Fractional, 242 (2026).
Rafeeq, S. Hussain, Y. Wang, Some post quantum Milne type inequalities with simulation, Ain Shams Engineering Journal, 103800 (2025).
Rafeeq, S. Hussain, D. Mansab, H. Ahmad, T. Radwan, On Post-quantum multiparameter Riemann-Liouville fractional integral inequalities with application, Journal of Inequalities and Applications, 93 (2025).
Hussain, R. Khaliq, S. Rafeeq, A. Ali. J.-S Ro, Some fractional integral inequalities involving extended Mittag-Leffler function with applications, AIMS Mathematics, 9(12)(2024), 35599-35625.
Rafeeq, S. Hussain, J.-S Ro, On fractional Bullen-type inequalities with applications, AIMS Mathematics, 9(9)(2024), 24590–24609.
Hussain, S. Shahadat, S. Rafeeq, Gronwall-Bellman and Pachpatte type double integral inequalities with applications, Punjab University Journal of Mathematics, 55(7-8)(2023), 291-311.
S. Hussain, S. Rafeeq, Hermite-Hadamard type inequality and some related results for Mittag-Leffler type convex functions with applications, Punjab University Journal of Mathematics, 55(4)(2023), 159-183.
S. Hussain, S. Rafeeq, Y-M Chu, S. Khalid, S. Saleem, On some new generalized fractional Bullen-type inequalities with applications, Journal of Inequalities and Applications, 138(2022).
S. Rafeeq, H. Kalsoom, S. Hussain, S. Rashid, Y-M Chu, Delay Dynamic double integral inequalities on time scales with applications, Advances in difference equations, 40(1)(2020).
S. Rafeeq, S. Hussain, Analysis of Solutions of some fractional delta differential equations on time scales. Dynamic Systems and Applications, 28(2)(2019), 441–460.
S. Rafeeq, S. Hussain, A new Gronwall-Bellman type integral inequality and its application to Fractional stochastic differential equation. Dynamic Systems and Applications, 28(2)(2019), 259–273.
S. Hussain, S. Rafeeq, Some new Hermite-Hadamard type integral inequalities for functions whose nth derivatives are logarithmically relative h−preinvex. Miskolc Mathematical Notes, 18(2)(2017), 837–849.

WORKSHOPS/CONFERENCES

Presented a paper titled “Some fractional integral inequalities involving extended Mittag-Leffler function with applications” in ‘2^nd International Conference on recent Trends in Engineering and Applied Sciences (February 10, 2025)’ at MNS University of Engineering and Technology, Multan, Pakistan.
Presented Ph.D’s thesis titled “Fractional and Dynamical Integral Inequalities with Applications” in ‘1^st UOL International Conference on Mathematics’ (November 30-December 02, 2019) at The University of Lahore, Lahore, Pakistan.
Presented a paper titled “Analysis of Solutions of some fractional delta differential equations on time scales” in ‘Conference on Recent Advances in Mathematical Methods, Models and Applications (April 7-8, 2018)’ at Lahore School of Economics, Lahore, Pakistan.
Presented a paper titled “A new Gronwall-Bellman type integral inequality and its application to Fractional stochastic differential equation” in ‘4th UMT International Conference on Pure and Applied Mathematics (March 31-April 2, 2018)’ at Faletti’s Hotel, Lahore, Pakistan.
Presented a paper titled “Some new Hermite-Hadamard type integral inequalities for functions whose nth derivatives are logarithmically relative h−preinvex” in ‘3^rd UMT International Conference on Pure and Applied Mathematics (March 4-6, 2017)’ at Faletti’s Hotel, Lahore, Pakistan.
Attended ‘1^st UMT International Conference on Pure and Applied Science (March 5-7, 2016)’ at UMT Lahore, Pakistan.
Attended ‘1^st UMT National Conference on Pure and Applied Mathematics (2015)’ at UMT Lahore, Pakistan.
Attended ‘CASM Workshop on Black-Scholes and Beyond: Pricing Equity Derivatives (May 16-18, 2014)’ at LUMS, Lahore, Pakistan.

Technical Skills & Certifications

MNS University of Engineering and Technology, Multan

3 year and 1 month teaching experience as assistant professor (1^st March, 2023-till date)

The University of Lahore, Lahore

1 year and 5 months teaching experience as a lecturer (17^th September, 2018-23th February, 2020)

The University of Lahore, Lahore

3 year teaching experience as assistant professor (24^th February, 2020-28^th February, 2023)

WISDOM DEGREE COLLEGE, KHARIAN

3 years and 6 months teaching experience as a lecture (5^th September, 2007-28^th February, 2011)

Taught Courses

BS-Mathematics

Differential Equation
Numerical Analysis
Number Theory
Linear Algebra
Real Analysis-I
Real Analysis-II
Topology
Statistics
Calculus-I

PhD-Mathematics

Optimization
Integral Transform
Advanced Engineering Mathematics

M Phil Supervisions

Study Of New Generalized Fractional Integral Inequalities Of Hermite-Hadamard Type For p-Convex Function With Application by Ahsan Abbas Shah (9^th February, 2022)

Study Of Discrete Gradient Method With Applications by Miss Amina Asif (9^th February, 2022)

Numerical Solution Of Hamiltonian Ordinary Differential Equations by Fatima (9^th February, 2022)

Study of Generalized Inequalities of Hermite-Hadamard Type For Fractional Integrals Via Differentiable Convex Function With Application by Muhammad Noman (22^thJuly, 2022)

Department Contact Info

(Mon - Fri : 08.00-17.00)

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