Prof. Dr. Fiazud Din Zaman
Professor
M.Phil/PhD Coordinator
Field (s) of interest: Applied Mathematics, Nonlinear PDEs, Lie Symmetry Methods, Inverse Problems and Boundary value Problems.
Prof. Dr. Safeer Hussain Khan
Professor
Field (s) of interest:
Prof. Dr. Hassan Azad
Visiting Professor
Field (s) of interest: Lie Groups, Differential Geometry, Symmetry analysis of differential equations
Prof. Dr. Asghar Qadir
Visiting Professor
Field (s) of interest:
Dr. Afshan Sadiq
Assistant Professor
Field (s) of interest: Computational Commutative Algebra
Dr. Ali Raza
Assistant Professor
Field (s) of interest: Functional Analysis and Measure theory
Dr. Fahim ud Din
Assistant Professor
Field (s) of interest: Fix Point Theory
Dr. Jamshaid ul Rehman
Assistant Professor
Field (s) of interest: Computer Vision, Deep Learning, Mathematical Modelling And Simulation, Numerical Optimization
Dr. Noor Muhammad
Assistant Professor
Field (s) of interest: The area of interest is Computational Fluid Dynamics (CFD). Numerical methods for computing approximate solutions to partial differential equations include multiscale methods, geometric partial differential equations, fractional diffusion, complex fluid dynamics, adaptive methods, radiative transport, combustion flames, energy deposition, magnetohydrodynamics, porous media, and large scale scientific computation with industrial applications. There are significant overlapping interests with the groups in partial differential equations, approximation theory, and data science. Furthermore, the Finite Element Method (FEM) and the Finite Volume Method (FVM) are used for flow simulation via different computational software, including DUNE Numerics, OpenFOAM, LS-DYNA, and SimScal.
Dr. Shahbaz Ahmad
Assistant Professor
Field (s) of interest: Image Processing
Visiting Foreign Faculty
Barbu BerceanuRomania
Degree: Ph.D
Faculty: Department of Mathematics, Institute of Mathematics Simion Stoilow, Romania
Field (s) of interest: Geometry, Algebraic Topology.
Christian BlanchetFrance
Degree: Ph.D.
Faculty: Univ Paris Diderot, IMJ-PRG, UMR 7586 CNRS, F-75013, Paris.
Field (s) of interest:Topological Quantum Field Theories.
Johann DavidovBulgaria
Degree: Ph.D
Faculty: Institute of Mathematics and Informatics Bulgarian Academy of Sciences, Sofia, Bulgaria.
Field (s) of interest: Complex Differential Geometry: Twistor Spaces, Almost-Complex Manifolds, Self-Dual Manifolds, Hermitian Surfaces.
Vieru DumitruRomania
Degree: Ph.D
Faculty: “Gh. Asachi” Technical University of Iasi, Romania.
Field (s) of interest: Theoretical Mechanics, Numerical Analysis.
Tzanko DonchevBulgaria
Degree: Ph.D
Faculty: University of Architecture Civil Engineering and Geodesy, Bulgaria.
Field(s) of interest: Differential Inclusions, Multi-valued Dynamical Systems, Control, Non-smooth Analysis, Numerical Analysis
Viviana EneRomania
Degree: Ph.D
Faculty: Ovidius University of Constanta, Romania.
Field (s) of interest: Commutative Algebra
Dimitar KolevBulgaria
Degree: Ph.D
Faculty:Department of Mathematics University of Chemical Technology and Metallurgy, Sofia, Bulgaria.
Field(s) of interest: Dynamical Systems-Introductory course and advanced, Hamilton Systems, Bifurcation Theory, Fucntional Differential Equations, Parabolic Differential Equations-Introductory and advanced.
Renaud LeplaideurFrance
Degree: Ph.D
Faculty: Departement de Mathematiques, Universite de Brest, France.
Field(s) of interest: Dynamical System
Gerhad PfisterGermany
Degree: Ph.D
Faculty: Fachbereich Mathematik Universitat Kaiserslautern, Germany
Field (s) of interest: Computational Algebra
Rein Leo ZeinstraGermany
Degree: Ph.D
Faculty: University of Hamburg, Osterstrasse Hamburg, Germany.
Field (s) of interest: Real Analysis
Andrea Semaničová-FeňovčíkováSlovakia
Degree: Ph.D
Faculty:Department of Applied Mathematics and Informatics
Technical University in Košice Slovakia
Field (s) of interest: Graph Theory and Combinatorics
Dan Grigore TimotinBucharest, Romania
Degree: Ph.D
Faculty: Institute of Mathematics of the Romanian Academy,
Bucharest, Romania
Field (s) of interest: Functional Analysis and Operator Theory
Mohamad Rached MneimnéFrance
Degree: Ph.D.
Faculty: University Paris VII – Denis Diderot Mathematics Departement, Sophie-Germain.
Field (s) of interest:l’analyse harmonique non commutative: structure des groupes de Lie semi-simples.
Simon KristensenDenmark
Degree: Ph.D
Faculty:Department of Mathematics Aarhus UniversityNy Munkegade 118 DK-8000 Aarhus C Denmark
Field(s) of interest: Ergodic Theory, Small denominator problems, Diophantine approximation, Metric number theory
Ngo Viet TrungVietnam
Degree: Ph.D
Faculty: Institute of Mathematics, Vietnam Academy of Science and Technology
Field(s) of interest: Commutative Algebra and Interactions to Algebraic Geometry and Combinatorics
Karl DilcherCanada
Degree: Ph.D
Faculty: Department of Mathematics & Statistics Dalhousie University 6316 Coburg Road – PO BOX 15000 Halifax, Nova Scotia, Canada
Field(s) of interest: Number theory, Combinatorial number theory, Computational number theory, Classical analysis, Bernoulli and Euler numbers, Zeros of polynomials, Graph-theoretic polynomials,
Mumtaz HussainAustralia
Degree: Ph.D
Faculty: Department of Mathematics La Trobe University, Australia
Field(s) of interest: Algebra and Number Theory, Dynamical Systems in Applications, Ordinary Differential Equations, Difference Equations and Dynamical System
Evgeny SmirnovRussia
Degree: Ph.D
Faculty: Department of Mathematics Higher School of Economics Usacheva st., 6119048 Moscow, Russia
Field(s) of interest: Equivariant algebraic geometry, algebraic groups, algebraic combinatorics
Nadir MatringeFrance
Degree: Ph.D
Faculty: Poitiers, Poitou-Charentes, France
Field(s) of interest: Group Representation Theory
Abdul Hamid KaraSouth Africa
Degree: Ph.D
Faculty: University of the Witwatersrand, Johannesburg
Field(s) of interest: On Lie and Noether Symmetries of Differential Equations
Fazal Mahmood MahomedSouth Africa
Degree: Ph.D
Faculty: The African Academy of Sciences
Field(s) of interest: Symmetry Lie Algebras of nth Order Ordinary Differential Equations.
Hannah MarkwigGermany
Degree: Ph.D
Faculty: Eberhard Karls University Tübingen
Field(s) of interest: Tropical Geometry, Hurwitz theory, Gromov-Witten theory and mathematical physics), convex geometry, algebraic geometry, computer algebra, real geometry.
Alan Huckleberry
Degree: Ph.D
Faculty: Professor Emeritus of Mathematics at Ruhr University Bochum and Wisdom Professor of Mathematics at Jacobs University Bremen in Germany
Field(s) of interest: complex analysis, Lie groups actions and algebraic geometry.