Faculty Profile

Dr. Sultan Sial

Associate Professor

Department Of Mathematics

Dr Sultan Sial received the MSc. Mathematics degree from Carleton University and the PhD. degree in Applied Mathematics from University of Western Ontario, Canada in 1992 and 1997. Prior to joining LUMS, he has been associated with University of Toronto, University of Western Ontario, Trent University, and Los Alamos National Lab (LANL). Dr Sial also has corporate sector experience; he has been the Vice President (Research) of Heuchera Technologies, and Vogelfrei Analytics. He has several publications, a book and book chapter in leading international journals.

    • Article
      • Sial, S. .(2015). Transmission dynamics of hepatitis C with control strategies . Journal of Computational Medicine , Hindawi Publishing Corporation
      • Sial, S. .(2015). Numerical approximation of time evolution related to Ginzburg-Landau functionals using weighted Sobolev gradients . Computers and Mathematics with Applications , Pergamon , pp. 210-216
      • Sial, S. .(1999). Energy minimization using Sobolev gradients: application to phase separation and ordering . ,
      • Sial, S. .(1999). Sobolev gradient approach for the time evolution related to energy minimization of Ginzburg-Landau functionals . ,
      • Sial, S. .(1999). A Sobolev gradient algorithm for minimum energy states of s-wave superconductors-finite element setting . ,
      • Sial, S. .(1999). Approximating time evolution related to Ginzburg-Landau functionals via Sobolev gradient methods in a finite-element setting . ,
      • Sial, S. .(1999). energy minimization using Sobolev gradients finite-element setting . ,
      • Sial, S. .(1999). . ,
      • Sial, S. .(1999). Recursive form of Sobolev gradient method for ODEs on long intervals . ,
      • Sial, S. .(1999). Application of Sobolev gradient method to Poisson-Boltzmann system . ,
      • Sial, S. .(1999). Approximate solutions to Poisson-Boltzmann systems with Sobolev gradients . ,
      • Sial, S. .(1999). Numerical solution of Burgers┬┤ equation by the Sobolev gradient method . ,
      • Sial, S. .(1999). Analytic solutions and conserved quantities of wave equation on torus . ,
      • Sial, S. .(1999). SIMULATION STUDY OF PROPAGATION OF PULSES IN OPTICAL FIBER COMMUNICATION SYSTEMS USING SOBOLEV GRADIENT AND SPLIT-STEP FOURIER METHODS . ,
      • Sial, S. .(1999). A finite volume method for binary and surfactant mixtures . ,
      • Sial, S. .(1999). NUMERICAL SOLUTIONS OF INTEGRO-DIFFERENTIAL EQUATIONS USING SOBOLEV GRADIENT METHODS . ,
      • Sial, S. .(1999). Sobolev Gradient Approach for Huxley and Fisher Models for Gene Propagation . ,
      • Sial, S. .(1999). Ginzburg-Landau Separation Problems . ,
      • Sial, S. .(1999). Chauviere, C., 607 Chen, R.-C., 579 Chen, X., 557 . ,
      • Sial, S. .(1999). Molecular orientation in crystal formation . ,
      • Sial, S. .(1999). A gas kinetic method for binary fluids and surfactant systems . ,
      • Sial, S. .(1999). 2552 Simulation of solid-fluid mixture flow using moving particle methods . ,
      • Sial, S. .(1999). 1621 Approximating time evolution related to Ginzburg-Landau functionals via Sobolev gradient methods in a finite-element setting . ,
      • Sial, S. .(1999). FUTURE DEVELOPMENT OF SOME AREAS OF APPLIED MATHEMATICS . ,
      • Sial, S. .(1999). 5722 Hierarchical modeling of diffusive transport through nanochannels by coupling molecular dynamics with finite element method . ,
      • Sial, S. .(1999). 5573 New interpolation technique for the CIP method on curvilinear coordinates . ,
TitleSemesterCode
Applied Stochastic ProcessesSpring Semester 2014-151402
Linear Algebra with Differential EquationsSpring Semester 2014-151402
Advanced Applied Stochastic ProcessSpring Semester 2014-151402
Calculus-IFall Semester 2015-161501
Advanced CalculusSpring Semester 2015-161502
Linear Algebra with Differential EquationsSummer Semester 2015-161503
Mathematical Modeling with ApplicationsFall Semester 2016-171601
Calculus-IFall Semester 2016-171601
Calculus-IFall Semester 2016-171601
Scientific Computation and SimulationSpring Semester 2016-171602
Scientific ComputationSpring Semester 2016-171602
Doctoral Thesis ResearchSummer Semester 2016-171603
ProbabilityFall Semester 2017-181701
Introduction to Formal MathematicsFall Semester 2017-181701
  • Past Courses
    TitleSemesterCode
    Ordinary Differential EquationsAutumn Qtr 2004-05401
    ProbabilityAutumn Qtr 2004-05401
    Generalised Tensors with ApplicationsWinter Qtr 2004-05402
    Mathematical MethodsSpring Qtr 2004-05403
    Stochastic ProcessesSpring Qtr 2004-05403
    Pre-calculusAutumn Qtr 2005-06501
    ProbabilityAutumn Qtr 2005-06501
    PhD Reading Course - Mathematical BiologyAutumn Qtr 2005-06501
    Money and BankingWinter Qtr 2005-06502
    Waves and OscillationsWinter Qtr 2005-06502
    Mathematical MethodsSpring Qtr 2005-06503
    Pre-calculusAutumn Qtr 2006-07601
    Calculus-IAutumn Qtr 2006-07601
    PhD Reading Course - Integer PartitionsAutumn Qtr 2006-07601
    Calculus-IWinter Qtr 2006-07602
    ProbabilityWinter Qtr 2006-07602
    MATH Independent Study ISpring Qtr 2006-07603
    Differential Forms in AlgebricSpring Qtr 2006-07603
    MATH Independent Study ISummer Qtr 2006-07604
    MATH Independent Study IISummer Qtr 2006-07604
    Calculus-IAutumn Qtr 2007-08701
    MATH Independent Study IIAutumn Qtr 2007-08701
    MechanicsAutumn Qtr 2007-08701
    Research Units IVAutumn Qtr 2007-08701
    Calculus-IWinter Qtr 2007-08702
    Calculus-IIWinter Qtr 2007-08702
    Operator Theory IWinter Qtr 2007-08702
    Research Units VWinter Qtr 2007-08702
    Trade and DevelopmentSpring Qtr 2007-08703
    MATH Independent Study ISpring Qtr 2007-08703
    MATH Independent Study IISpring Qtr 2007-08703
    ProbabilitySpring Qtr 2007-08703
    RelativitySpring Qtr 2007-08703
    Research VISpring Qtr 2007-08703
    Money and BankingWinter Qtr 2008-09802
    Calculus 2Winter Qtr 2008-09802
    Calculus 3Spring Qtr 2008-2009803
    PHD Research UnitsSummer Qtr 2008-09804
    Practical Quantitative FinanceTerm II 2008-2009820
    Calculus-IFall Semester 2009-10901
    Mathematical MethodsFall Semester 2009-10901
    Research UnitsFall Semester 2009-10901
    Calculus-IISpring Semester 2009-10902
    Calculus 3Spring Semester 2009-10902
    Research UnitsSpring Semester 2009-10902
    Independent StudySummer Semester 2009-10903
    Research UnitsSummer Semester 2009-10903
    PhD Reading course Numerical TechniquesFall Semester 2010-111001
    Calculus-ISpring Semester 2010-111002
    Calculus-IISpring Semester 2010-111002
    Calculus 3Spring Semester 2010-111002
    Complex VariablesSpring Semester 2010-111002
    Independent StudySummer Semester 2010-111003
    Calculus-IFall Semester 2011-121101
    Calculus-IISpring Semester 2011-121102
    Senior Project IISpring Semester 2011-121102
    Independent StudySummer Semester 2011-121103
    Independent StudySummer Semester 2011-121103
    Calculus-IFall Semester 2012-131201
    ProbabilityFall Semester 2012-131201
    Senior Project IFall Semester 2012-131201
    Calculus-IISpring Semester 2012-131202
    ProbabilitySpring Semester 2012-131202
    Senior Project ISpring Semester 2012-131202
    Computational PhysicsSpring Semester 2012-131202
    Computational PhysicsSpring Semester 2012-131202
    Calculus-IFall Semester 2013-141301
    Senior Project IFall Semester 2013-141301