Faculty Profile

Dr. Muhammad Ahsan

Assistant Professor


Dr. Muhammad Ahsan has joined us as Assistant Professor-Tenure Track in the Department of Mathematics - (SBASSE).

He obtained his PhD in Mathematics from Central European University, Budapest, Hungary in 2013 on a full Doctoral Fellowship from the University. He was a recipient of the Blyth Fellowship in Mathematics from the University of Toronto and completed his MSc in Mathematics in 2007. He also obtained a post-graduate diploma in Mathematics from the International Center for Theoretical Physics in Trieste. He has been associated with LUMS as a visiting faculty since September 2014, having also worked as a teaching fellow at LUMS from 2008 to 2010 and as an Assistant Professor at the Karakorum International University in Gilgit from 2007 to 2008. 

Originally hailing from Chiniot, Dr. Ahsan’s research interests include:

·       Differential Equations

·       Functional Analysis

·       Differential Geometry

    • Article
      • Ahsan, M. .(2014). Asymptotic expansions for elliptic-like regularizations of semilinear evolution equations . Journal of Differential Equations , Elsevier Inc. , pp. 24
      • Ahsan, M. .(2012). Elliptic-like regularization of semilinear evolution equations . Journal of Mathematical Analysis and Applications , Elsevier Inc. , pp. 13
    • Conference Papers
      • Ahsan, M. .(2012). Some Regularizations of Semilinear Evolution Equations . Proceedings NODDEA'2012, Ruse, Bulgaria , University of Ruse Publishing Center, Bulgaria , pp. 6
Calculus-IIFall Semester 2014-151401
Introduction to Analysis ISpring Semester 2014-151402
Linear Algebra with Differential EquationsFall Semester 2015-161501
General TopologyFall Semester 2015-161501
Calculus-IISpring Semester 2015-161502
Calculus-IIFall Semester 2016-171601
Geometry of Curves and SurfacesFall Semester 2016-171601
Riemannian GeometryFall Semester 2016-171601
Complex VariablesSpring Semester 2016-171602
Doctoral Thesis ResearchSummer Semester 2016-171603
Introduction to Measure TheoryFall Semester 2017-181701
Measure TheoryFall Semester 2017-181701
Introduction to Calculus of VariationsFall Semester 2017-181701
Calculus of VariationsFall Semester 2017-181701