Imran Anwar
Imran AnwarPakistan
Associate Professor
M.Phil/PhD coordinator
Field (s) of interest: Commutative Algebra
Personal Homepage
Hassan Azad
Hassan AzadPakistan
Visiting Professor
Field (s) of interest: Lie Groups, Differential Geometry, Symmetry analysis of differential equations
Amer IqbalPakistan
Field (s) of interest: String Theory, Mathematical Physics.
     Afshan Sadiq
    Afshan SadiqPakistan
    Assistant Professor
    Field (s) of interest: Computational Commutative Algebra
    Fiazud Din Zaman
    Fiazud Din ZamanPakistan
    Visiting Professor
    Field (s) of interest: Applied Mathematics, Nonlinear PDEs, Lie Symmetry Methods, Inverse Problems and Boundary value Problems.
    Babar Ahmed QureshiPakistan
    Field (s) of interest: Mathematical Aspects of Quantum Field Theories

    Visiting Foreign Faculty

    Barbu Berceanu
    Barbu BerceanuRomania
    Degree: Ph.D
    Faculty: Department of Mathematics, Institute of Mathematics Simion Stoilow, Romania
    Field (s) of interest: Geometry, Algebraic Topology.
    Christian Blanchet
    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 Davidov
    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 Dumitru
    Vieru DumitruRomania
    Degree: Ph.D
    Faculty: “Gh. Asachi” Technical University of Iasi, Romania.
    Field (s) of interest: Theoretical Mechanics, Numerical Analysis.
    Tzanko Donchev
    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 Ene
    Viviana EneRomania
    Degree: Ph.D
    Faculty: Ovidius University of Constanta, Romania.
    Field (s) of interest: Commutative Algebra
    Dimitar Kolev
    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 Leplaideur
    Renaud LeplaideurFrance
    Degree: Ph.D
    Faculty: Departement de Mathematiques, Universite de Brest, France.
    Field(s) of interest: Dynamical System
    Gerhad Pfister
    Gerhad PfisterGermany
    Degree: Ph.D
    Faculty: Fachbereich Mathematik Universitat Kaiserslautern, Germany
    Field (s) of interest: Computational Algebra
    Tim Romer
    Tim RomerGermany
    Degree: Ph.D.
    Faculty: Department of Mathematics/Computer Science, University of Osnabruck
    Field (s) of interest:Commutative Algebra with applications to Algebraic Combinatorics,
    Algebraic/Discrete Geometry and Algebraic Statistics
    Rein Leo Zeinstra
    Rein Leo ZeinstraGermany
    Degree: Ph.D
    Faculty: University of Hamburg, Osterstrasse Hamburg, Germany.
    Field (s) of interest: Real Analysis
    Andrea Semaničová-Feňovčíková
    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 Timotin
    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 Mneimné
    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.