Faculty Profile

Dr. Shaheen Nazir

Assistant Professor

Department Of Mathematics

Dr. Shaheen Nazir has received her PhD degree from Abdus Salam School of Mathematics, GC University, Lahore. She has worked as Postdoctoral fellow at Abdus Salam International Centre for Theoretical Physics, Italy. Before joining LUMS, she has been associated with National University of Computer & Emerging Sciences (NUCES-FAST), Lahore. Dr. Nazir has  several publications in leading international journals. Her research interests include Algebraic Topology, Algebraic Geometry , Combinatorial Geometry and Combinatorial Commutative Algebra.

    • Article
      • Nazir, S. .(1999). On the connectivity of the realization spaces of line arrangements . ,
      • Nazir, S. .(1999). Admissible local systems for a class of line arrangements . ,
      • Nazir, S. .(1999). Generalizations of Nekrasov-Okounkov Identity . ,
      • Nazir, S. .(1999). Separable quadratic stochastic operators . ,
      • Nazir, S. .(1999). On the intersection of rational transversal subtori . ,
      • Nazir, S. .(1999). Canonical forms and infimum of positive braids . ,
      • Nazir, S. .(1999). ON SOME SUBFIELDS OF (()) KX . ,
      • Nazir, S. .(1999). . ,
      • Nazir, S. .(1999). On the elliptic curves arising from 4-bar mechanisms . ,
      • Nazir, S. On the admissibility of certain local systems . Topology and its Applications , Elsevier , pp. 288-299
      • Nazir, S. On Semi-$\phi_h$ and STRONGLY $\log-\phi_h$-' Convexity . Studia Universitatis Babes-Bolyai Mathematica , Babes-Bolyai University , pp. 141-154
      • Nazir, S. Linear residuals and algebraic criterion for shellability . Journal of Algebra and its Applications ,
    • Research Paper
      • Nazir, S. BETTI NUMBERS OF MONOMIAL IDEALS WITH QUASI-LINEAR QUOTIENTS . JOURNAL OF ALGEBRA AND ITS APPLICATIONS. ,
Semester Title Code
Spring Semester 2017-18 Master's Thesis 1702
Spring Semester 2017-18 Introduction to Analysis I 1702
Fall Semester 2017-18 Advanced Algebraic Geometry 1701
Fall Semester 2017-18 Master's Thesis 1701
Fall Semester 2017-18 Introduction to Analysis II 1701
Fall Semester 2017-18 Doctoral Thesis Research 1701
Fall Semester 2017-18 Advanced Algebra 1701
Summer Semester 2016-17 Doctoral Thesis Research 1603
Spring Semester 2016-17 PhD Reading Course-Topics in Homological Algebra(Part II) 1602
Spring Semester 2016-17 Master's Thesis II 1602
Spring Semester 2016-17 Directed Research Project 1602
Spring Semester 2016-17 Introduction to Analysis I 1602
Spring Semester 2016-17 Independent Study 1602
Fall Semester 2016-17 PhD Reading Course-Topics in Homological Algebra 1601
Fall Semester 2016-17 Master's Thesis I 1601
Fall Semester 2016-17 Introduction to Analysis II 1601
Fall Semester 2016-17 Advanced Algebra 1601
Spring Semester 2015-16 Combinatorial Commutative Algebra 1502
Spring Semester 2015-16 Introduction to Analysis I 1502
Fall Semester 2015-16 Independent Study 1501
Fall Semester 2015-16 PhD Reading Course - Topics in Commutative Algebra 1501
Fall Semester 2015-16 Directed Research Project 1501
Fall Semester 2015-16 Master's Thesis I 1501
Fall Semester 2015-16 Introduction to Analysis II 1501
Fall Semester 2015-16 Independent Study 1501
Fall Semester 2015-16 Independent Study 1501
Fall Semester 2015-16 Calculus-II 1501
Spring Semester 2014-15 Introduction to Analysis II 1402
Spring Semester 2014-15 Independent Study 1402
Fall Semester 2014-15 Master's Thesis I 1401
Fall Semester 2014-15 Real Analysis 1401
Fall Semester 2014-15 Introduction to Analysis I 1401
Fall Semester 2014-15 Independent Study 1401
Fall Semester 2014-15 Real Analysis-I 1401
  • Past Courses
    Semester Title Code
    Spring Semester 2013-14 Senior Project I 1302
    Spring Semester 2013-14 Independent Study 1302
    Spring Semester 2013-14 Graduate Independent Study 1302
    Spring Semester 2013-14 Advanced Calculus 1302
    Fall Semester 2013-14 Introduction to Analysis 1301
    Fall Semester 2013-14 Independent Study 1301
    Fall Semester 2013-14 Calculus-II 1301
    Spring Semester 2012-13 Manifolds and Differential Forms 1202
    Spring Semester 2012-13 Calculus on Manifolds 1202
    Spring Semester 2012-13 Linear Algebra with Differential Equations 1202
    Fall Semester 2012-13 Linear Algebra with Differential Equations 1201