Faculty Hina Munir Dutt

Hina Munir Dutt

Assistant Professor
  • School of Electrical Engineering and Computer Science
  • 5190852378
Summary

Academic Background
PhD (Differential Equations) NUST, Islamabad January 11, 2010 - May 13, 2016
Honours and Awards
NUST Mega S & T Scholarsh September 30, 2008
God Medal God Medal awarded by BISE Mirpur AK for acquiring first position in pre-engineering group girls in FSc.
Bronze medal Bronze Medal awarded by BISE Mirpur AK for acquiring third position in science group girls in matric.
Star Girl 2000 award Star girl 2000 awarded by South Asia Publication.
Publications
Comparative analysis of analytical and numerical approximations for the flow and heat transfer in mixed convection stagnation point flow of Casson fluid August 04, 2023 Results in Physics - Volume 52, Article Number 106819
Investigating the Impact of Fractional Non-Linearity in the Klein–Fock–Gordon Equation on Quantum Dynamics April 07, 2023 Symmetry - Volume 15(4), Article Number 881
Investigating the Dynamics of Time-Fractional Drinfeld–Sokolov–Wilson System through Analytical Solutions March 11, 2023 Symmetry - Volume 15(3), Article Number 703
The Analysis of Fractional-Order System Delay Differential Equations Using a Numerical Method May 28, 2022 Complexity - Volume 2022, Article ID 3570667, 9 pages
Novel Evaluation of Fuzzy Fractional Cauchy Reaction-Diffusion Equation January 20, 2022 Journal of Function Spaces - Volume 2022, Article ID 6499384, 10 pages
Linearization criteria for two-dimensional systems of third-order ordinary differential equations by complex approach September 01, 2019 Arabian Journal of Mathematics - Volume 8, Issue 3, Pages 163-170, Part 1
Classification of scalar third order ordinary differential equations linearizable via generalized contact transformations September 15, 2017 Quaestiones Mathematicae - Volume: 41, Issue: 01, Pages:15-26
Linearization of Two Dimensional Complex-Linearizable Systems of Second Order Ordinary Differential Equations January 01, 2015 Applied Mathematical Sciences - Volume 9, No. 58, Pages 2889-2900
Reduction of fourth order ordinary differential equations to second and third order Lie linearizable forms August 01, 2014 Communications in Nonlinear Science and Numerical Simulation - Volume 19, Issue 8, Pages 2653-2659
Conferences