Faculty Profile

Dr. Adnan Khan

Assistant Professor

Department Of Mathematics

Adnan Khan was awarded his Ph.D. from Rensselaer Polytechnic Institute in NY in 2007. His thesis was titled 'Parameterization for Some Multiscale Problems in Biology and Turbulence'. The work involved studying approaches to coarse graining of multiscale systems with applications to turbulent diffusion and protein dynamics. Prior to his doctoral work he obtained an MS in Applied Mathematics at the University of Delaware in 2002 and a BE in Electrical Engineering from NED University of Engineering & Technology, Karachi in 1998. His current research interests involve modeling and analysis of biological systems, multiscale modeling and asymptotic analysis. Prior to joining LUMS he has taught at Rensselaer Polytechnic Institute and University of Delaware. Besides the usual academic interests he is also interested in reading on economics, philosophy, history and world literature.

    • Article
      • Khan, A. .(2015). A Model for Transmission of Influenza with Control Strategies . Mathematical and Computer Modelling of Dynamical Systems ,
      • Khan, A. .(2015). Estimating the Basic Reproductive Ratio for the Ebola Outbreak in Liberia and Sierra Leone . Infectious Diseases of Poverty ,
      • Khan, A. .(2014). Transmission Dynamics of Hepatitis C with Control Strategies . , Journal of Computational Medicine
      • Khan, A. .(2014). Analysis of a mathematical model of emerging infectious disease leading to amphibian decline . Abstract and Applied Analysis ,
      • Khan, A. .(2014). A model of bi-mode transmission dynamics of hepatitis C with optimal control . Theory in Biosciences ,
      • Khan, A. .(2013). A Comparison of a Deterministic and Stochastic Model for Hepatitis C with an Isolation Stage . Journal of Biological Dynamics ,
      • Khan, A. .(2013). Estimating the Basic Reproduction Number for Single-Strain Dengue Fever Epidemics . Infectious Diseases of Poverty, ,
      • Khan, A. .(2013). The Effects of a Backward Bifurcation on a Continuous Time Markov Chain Model for the Transmission Dynamics of Single Strain Dengue Virus . Applied Mathematics ,
      • Khan, A. .(2010). Two Coarse Graining Studies of Stochastic Models in Molecular Biology . Communications in Mathematical Sciences ,
    • Journal Articles
      • Khan, A. .(2016). Stochastic Analysis of an Influenza Epidemic Model . International Journal of Applied and Computational Mathematics , Springer , pp. 1-19
    • Conference Papers
      • Khan, A. .(2007). Method of multiple scales with three time scales . Proceedings in Applied Mathematics and Mechanics ,
Semester Title Code
Spring Semester 2017-18 Dynamical Systems 1702
Summer Semester 2016-17 Doctoral Thesis Research 1603
Spring Semester 2016-17 Senior Project 1602
Spring Semester 2016-17 Doctoral Thesis Research 1602
Fall Semester 2016-17 Calculus-I 1601
Summer Semester 2015-16 Doctoral Thesis Research 1503
Spring Semester 2015-16 Master's Thesis II 1502
Spring Semester 2015-16 Advanced Applied Stochastic Process 1502
Spring Semester 2015-16 Applied Stochastic Processes 1502
Spring Semester 2015-16 Senior Project I 1502
Fall Semester 2015-16 Master's Thesis I 1501
Fall Semester 2015-16 Calculus-I 1501
Fall Semester 2015-16 Dynamical Systems 1501
Spring Semester 2014-15 Master's Thesis II 1402
Spring Semester 2014-15 Advanced Applied Stochastic Process 1402
Spring Semester 2014-15 Linear Algebra with Differential Equations 1402
Spring Semester 2014-15 Applied Stochastic Processes 1402
Spring Semester 2014-15 Independent Study 1402
Fall Semester 2014-15 Master's Thesis I 1401
Fall Semester 2014-15 Quantitative Finance 1401
Fall Semester 2014-15 Calculus-I 1401
  • Past Courses
    Semester Title Code
    Spring Semester 2013-14 Advanced Applied Stochastic Process 1302
    Spring Semester 2013-14 Applied Stochastic Processes 1302
    Spring Semester 2013-14 Probability 1302
    Fall Semester 2013-14 Introduction to Differential Equations 1301
    Fall Semester 2013-14 Senior Project I 1301
    Fall Semester 2013-14 Calculus-I 1301
    Spring Semester 2012-13 Applied Stochastic Processes 1202
    Spring Semester 2012-13 Senior Project II 1202
    Spring Semester 2012-13 Senior Project I 1202
    Spring Semester 2012-13 Dynamical Systems 1202
    Fall Semester 2012-13 Linear Algebra with Differential Equations 1201
    Fall Semester 2012-13 Mathematics of Finance 1201
    Fall Semester 2012-13 Senior Project I 1201
    Fall Semester 2012-13 Calculus-I 1201
    Spring Semester 2011-12 Mathematical Models in Biology I 1102
    Spring Semester 2011-12 Linear Algebra 1102
    Spring Semester 2011-12 Calculus with theory II 1102
    Spring Semester 2011-12 Senior Project II 1102
    Spring Semester 2011-12 Senior Project I 1102
    Spring Semester 2011-12 Independent Study 1102
    Fall Semester 2011-12 Mathematical Models in Biology II 1101
    Fall Semester 2011-12 Applied Stochastic Processes 1101
    Fall Semester 2011-12 Calculus with Theory 1101
    Fall Semester 2011-12 Senior Project I 1101
    Spring Semester 2010-11 Calculus with theory II 1002
    Spring Semester 2010-11 Science & Religion 1002
    Spring Semester 2010-11 Independent Study 1002
    Spring Semester 2010-11 Independent Study 1002
    Spring Semester 2010-11 Dynamical Systems 1002
    Fall Semester 2010-11 Calculus with Theory 1001
    Fall Semester 2010-11 Independent Study 1001
    Fall Semester 2010-11 Calculus-I 1001
    Summer Semester 2009-10 Independent Study 903
    Spring Semester 2009-10 Mathematical Methods in Physics and Engineering-I 902
    Spring Semester 2009-10 Mathematical Models in Biology I 902
    Spring Semester 2009-10 Independent Study 902
    Fall Semester 2009-10 Mathematical Methods 901
    Fall Semester 2009-10 Calculus-I 901
    Spring Qtr 2008-2009 Independent Study 803
    Winter Qtr 2008-09 Calculus 2 802
    Winter Qtr 2008-09 Independent Study 802
    Winter Qtr 2008-09 Calculus-II 802
    Winter Qtr 2008-09 Mathematical Modeling with Applications 802
    Winter Qtr 2008-09 Dynamical Systems 802
    Autumn Qtr 2008-09 PhD Reading Course - Mathematical Biology 801
    Autumn Qtr 2008-09 Probability 801
    Autumn Qtr 2008-09 MATH Independent Study I 801
    Autumn Qtr 2008-09 Calculus-I 801
    Summer Qtr 2007-08 MATH Independent Study I 704
    Spring Qtr 2007-08 Mathematical Modeling with Applications 703