Faculty Profile

Dr. Imran Naeem

Associate Professor

Department Of Mathematics

Dr Imran Naeem received the M. Phil. Applied Mathematics degree from Quaid-e-Azam University, Islamabad and the Ph.D. degree from University of the Witwatersrand, South Africa in 2004 and 2008. He did the Post Doctoral Fellowship from University of the Witwatersrand, South Africa and has also been teaching at the University of the Witwatersrand prior to joining LUMS. Dr Naeem has several publications in leading international journals.

    • Article
      • Naeem, I. .(2014). Editorial: Mathematical Methods and Models in the Natural to the Life Sciences . Abstract and Applied Analysis , Hindawi , pp. 2
      • Naeem, I. .(2014). Analytical solutions of time space fractional, advection-dispersion and Whitham-Broer-Kaup equations . Pramana - journal of physics , Springer , pp. 885-906
      • Naeem, I. .(2014). Comparison of different approaches to construct first integrals for ordinary differential equations . Abstract and Applied Analysis , Hindawi , pp. 15
      • Naeem, I. .(1999). Partial Noether operators and first integrals via partial Lagrangians . ,
      • Naeem, I. .(1999). Exact solutions of second grade aligned MHD fluid with prescribed vorticity . ,
      • Naeem, I. .(1999). Conservation laws for Camassa-Holm equation, Dullin-Gottwald-Holm equation and generalized Dullin-Gottwald-Holm equation . ,
      • Naeem, I. .(1999). Conditional linearizability criteria for a system of third-order ordinary differential equations . ,
      • Naeem, I. .(1999). Conservation laws for heat equation on curved surfaces . ,
      • Naeem, I. .(1999). Conservation laws and exact solutions of a class of non linear regularized long wave equations via double reduction theory and Lie symmetries . ,
      • Naeem, I. .(1999). Wall jet on a hemi-spherical shell: conserved quantities and group invariant solution . ,
      • Naeem, I. .(1999). First integrals for a general linear system of two second-order ODEs via a partial Lagrangian . ,
      • Naeem, I. .(1999). Approximate partial Noether operators and first integrals for coupled nonlinear oscillators . ,
      • Naeem, I. .(1999). Reductions and new exact solutions of ZK, Gardner KP, and modified KP equations via generalized double reduction theorem . ,
      • Naeem, I. .(1999). Similarity variables and reduction of the heat equation on torus . ,
      • Naeem, I. .(1999). Noether, partial Noether operators and first integrals for a linear system . ,
      • Naeem, I. .(1999). First integrals for two linearly coupled nonlinear Duffing oscillators . ,
      • Naeem, I. .(1999). Approximate first integrals for a system of two coupled van der Pol oscillators with linear diffusive coupling . ,
      • Naeem, I. .(1999). Partial Noether operators and first integrals for a system with two degrees of freedom . ,
      • Naeem, I. .(1999). Conservation laws of some physical models via symbolic package GeM . ,
      • Naeem, I. .(1999). Nonclassical symmetry analysis of boundary layer equations . ,
      • Naeem, I. .(1999). A partial lagrangian approach to mathematical models of epidemiology . ,
      • Naeem, I. .(1999). Conserved quantities for a class of (1+ n)-dimensional linear evolution equation . ,
      • Naeem, I. .(1999). Conservation laws and conserved quantities for laminar radial jets with swirl . ,
      • Naeem, I. .(1999). First integrals for systems via complex partial Lagrangians . ,
      • Naeem, I. .(1999). Group invariant solutions for radial jet having finite fluid velocity at orifice . ,
      • Naeem, I. .(1999). Symmetry classification of time-fractional diffusion equation . ,
      • Naeem, I. .(1999). First integrals and exact solutions of the SIRI and tuberculosis models . ,
      • Naeem, I. .(1999). Nonclassical Symmetry Analysis of Heated Two-Dimensional Flow Problems . ,
      • Naeem, I. .(1999). Analytical solutions of time-space fractional, advection-dispersion and Whitham-Broer-Kaup equations . ,
      • Naeem, I. .(1999). Mathematical Methods and Models in the Natural to the Life Sciences . ,
      • Naeem, I. .(1999). Exact Solutions of Generalized Modified Boussinesq, Kuramoto-Sivashinsky, and Camassa-Holm Equations via Double Reduction Theory . ,
      • Naeem, I. .(1999). Group Invariant Solution for a Liquid Film on the Surface of a Sphere . ,
      • Naeem, I. .(1999). Derivation of Conservation Laws for (1+ 2)-dimensional Wave Equation on Curved Surfaces . ,
      • Naeem, I. .(1999). Noether, partial noether operators and first integrals for systems . ,
      • Naeem, I. .(1999). Southeastern-Atlantic Regional Conference on Differential Equations . ,
      • Naeem, I. Group classification and exact solutions of generalized modified Boussinesq equation . Applicable analysis , Taylor & Francis
Semester Title Code
Spring Semester 2017-18 Linear Algebra with Differential Equations 1702
Fall Semester 2017-18 Symmetry Methods, Conservation Laws and Exact Solutions for Differential Equations 1701
Fall Semester 2017-18 Symmetry Methods for Differential Equations 1701
Fall Semester 2017-18 Doctoral Thesis Research 1701
Fall Semester 2017-18 Doctoral Thesis Research 1701
Fall Semester 2017-18 Independent Study 1701
Summer Semester 2016-17 Doctoral Thesis Research 1603
Spring Semester 2016-17 Master's Thesis II 1602
Spring Semester 2016-17 Linear Algebra with Differential Equations 1602
Spring Semester 2016-17 Doctoral Thesis Research 1602
Spring Semester 2016-17 Calculus-I 1602
Fall Semester 2016-17 Master's Thesis I 1601
Fall Semester 2016-17 Symmetry Methods, Conservation Laws and Exact Solutions for Differential Equations 1601
Fall Semester 2016-17 Symmetry Methods for Differential Equations 1601
Fall Semester 2016-17 Linear Algebra with Differential Equations 1601
Fall Semester 2016-17 Doctoral Thesis Research 1601
Summer Semester 2015-16 Doctoral Thesis Research 1503
Spring Semester 2015-16 Linear Algebra with Differential Equations 1502
Fall Semester 2015-16 Symmetry Methods, Conservation Laws and Exact Solutions for Differential Equations 1501
Fall Semester 2015-16 Symmetry Methods for Differential Equations 1501
Fall Semester 2015-16 Introduction to Differential Equations 1501
Summer Semester 2014-15 Linear Algebra with Differential Equations 1403
Summer Semester 2014-15 Calculus-I 1403
Spring Semester 2014-15 Linear Algebra with Differential Equations 1402
Fall Semester 2014-15 Symmetry Methods, Conservation Laws and Exact Solutions for Differential Equations 1401
Fall Semester 2014-15 Symmetry Methods for Differential Equations 1401
Fall Semester 2014-15 Introduction to Differential Equations 1401
  • Past Courses
    Semester Title Code
    Spring Semester 2013-14 Linear Algebra with Differential Equations 1302
    Spring Semester 2013-14 Doctoral Thesis Research 1302
    Spring Semester 2013-14 Ordinary Differential Equations 1302
    Fall Semester 2013-14 Doctoral Thesis Research 1301
    Fall Semester 2013-14 Calculus-I 1301
    Spring Semester 2012-13 Symmetry Methods, Conservation Laws and Exact Solutions for Differential Equations 1202
    Spring Semester 2012-13 Symmetry Methods for Differential Equations 1202
    Spring Semester 2012-13 Linear Algebra with Differential Equations 1202
    Fall Semester 2012-13 Introduction to Differential Equations 1201
    Fall Semester 2012-13 Doctoral Thesis Research 1201
    Spring Semester 2011-12 Doctoral Thesis Research 1102
    Spring Semester 2011-12 Ordinary Differential Equations 1102
    Fall Semester 2011-12 Linear Algebra I 1101
    Fall Semester 2011-12 Introduction to Differential Equations 1101
    Fall Semester 2011-12 Doctoral Thesis Research 1101
    Fall Semester 2011-12 Advanced Calculus 1101
    Spring Semester 2010-11 Research Units 1002
    Fall Semester 2010-11 Linear Algebra I 1001
    Fall Semester 2010-11 PhD Reading Course-First Integral & Conservation Laws for Differential Equations 1001
    Fall Semester 2010-11 Research Units 1001
    Fall Semester 2010-11 Advanced Calculus 1001
    Fall Semester 2010-11 Calculus-I 1001
    Summer Semester 2009-10 Independent Study 903
    Spring Semester 2009-10 Linear Algebra I 902
    Spring Semester 2009-10 Introduction to Differential Equations 902
    Spring Semester 2009-10 PhD Reading Course Complex Lie Symmetries & First Integral via Complex Partial Languages 902
    Spring Semester 2009-10 PhD Reading Course-First Integral & Conservation Laws for Differential Equations 902
    Spring Semester 2009-10 PhD Reading Course-Symmetries & Exact Solutions for Differential Equations 902
    Spring Semester 2009-10 Independent Study 902
    Spring Semester 2009-10 Independent Study 902
    Fall Semester 2009-10 Introduction to Differential Equations 901
    Fall Semester 2009-10 PhD Reading Course-Introduction to Perturbation Techniques 901
    Fall Semester 2009-10 Symmetries & Exact Solutions of ODEs 901
    Fall Semester 2009-10 Independent Study 901