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.
| Title | Publication | Author | Year |
|---|---|---|---|
| On solitons: the biomolecular nonlinear transmission line models with constant and time variable coefficients | Waves in Random and Complex Media | Raza N., Murtaza I.G., Sial S., Younis M. | 2018 |
| New exact periodic elliptic wave solutions for extended quantum Zakharov???Kuznetsov equation | Optical and Quantum Electronics | Raza N., Abdullah M., Butt A.R., Murtaza I.G., Sial S. | 2018 |
| New optical solitons of Tzitze??ca type evolution equations using extended trial approach | Optical and Quantum Electronics | Raza N., Aslam M.R., Sial S. | 2018 |
| Exact periodic and explicit solutions of higher dimensional equations with fractional temporal evolution | Optik | Raza N., Sial S., Kaplan M. | 2018 |
| Numerical approximation of time evolution related to Ginzburg-Landau functionals using weighted Sobolev gradients | Computers and Mathematics with Applications | Raza N., Sial S., Butt A.R. | 2014 |
| Numerical solutions of integro-differential equations using Sobolev gradient methods | International Journal of Computational Methods | Raza N., Sial S., Neuberger J.W., Ahmad M.O. | 2012 |
| Analytic solutions and conserved quantities of wave equation on torus | Computers and Mathematics with Applications | Jhangeer A., Qureshi M.N., Sial S., Sharif S. | 2012 |
| Numerical solution of Burgers' equation by the Sobolev gradient method | Applied Mathematics and Computation | Raza N., Sial S., Neuberger J.W. | 2011 |
| Approximate solutions to Poisson-Boltzmann systems with Sobolev gradients | Journal of Computational Physics | Majid A., Sial S. | 2011 |
| Application of Sobolev gradient method to Poisson-Boltzmann system | Journal of Computational Physics | Majid A., Sial S. | 2010 |
| Approximating time evolution related to Ginzburg-Landau functionals via Sobolev gradient methods in a finite-element setting | Journal of Computational Physics | Raza N., Sial S., Siddiqi S. | 2010 |
| Simulation study of propagation of pulses in optical fiber communication systems using Sobolev gradient and split-step Fourier methods | International Journal of Computational Methods | Raza N., Sial S., Siddiqi S.S. | 2009 |
| Sobolev gradient approach for the time evolution related to energy minimization of Ginzburg-Landau functionals | Journal of Computational Physics | Raza N., Sial S., Siddiqi S.S. | 2009 |
| Energy minimization related to the nonlinear Schr??dinger equation | Journal of Computational Physics | Raza N., Sial S., Siddiqi S.S., Lookman T. | 2009 |
| Recursive form of Sobolev gradient method for ODEs on long intervals | International Journal of Computer Mathematics | Mujeeb D., Neuberger J.W., Sial S. | 2008 |
| A Sobolev gradient algorithm for minimum energy states of s-wave superconductors - Finite element setting | Superconductor Science and Technology | Sial S. | 2005 |
| Energy minimization using Sobolev gradients: Application to phase separation and ordering | Journal of Computational Physics | Sial S., Neuberger J., Lookman T., Saxena A. | 2003 |
| A gas kinetic method for binary fluids and surfactant systems | Physica A: Statistical Mechanics and its Applications | Sial S., Lookman T. | 1998 |
| Semester | Title | Code |
|---|---|---|
| Fall Semester 2018-19 | Method of Applied Mathematics I | 1801 |
| Fall Semester 2018-19 | Introduction to Formal Mathematics | 1801 |
| Fall Semester 2018-19 | Probability | 1801 |
| Summer Semester 2017-18 | Doctoral Thesis Research | 1703 |
| Spring Semester 2017-18 | Doctoral Thesis Research | 1702 |
| Fall Semester 2017-18 | Introduction to Formal Mathematics | 1701 |
| Fall Semester 2017-18 | Probability | 1701 |
| Fall Semester 2017-18 | Calculus-II | 1701 |
| Summer Semester 2016-17 | Doctoral Thesis Research | 1603 |
| Spring Semester 2016-17 | Scientific Computation | 1602 |
| Spring Semester 2016-17 | Scientific Computation and Simulation | 1602 |
| Fall Semester 2016-17 | Calculus-I | 1601 |
| Fall Semester 2016-17 | Calculus-I | 1601 |
| Fall Semester 2016-17 | Mathematical Modeling with Applications | 1601 |
| Summer Semester 2015-16 | Linear Algebra with Differential Equations | 1503 |
| Spring Semester 2015-16 | Advanced Calculus | 1502 |
| Fall Semester 2015-16 | Calculus-I | 1501 |
| 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 |
- Past Courses
Semester Title Code Fall Semester 2013-14 Senior Project I 1301 Fall Semester 2013-14 Calculus-I 1301 Spring Semester 2012-13 Computational Physics 1202 Spring Semester 2012-13 Computational Physics 1202 Spring Semester 2012-13 Senior Project I 1202 Spring Semester 2012-13 Probability 1202 Spring Semester 2012-13 Calculus-II 1202 Fall Semester 2012-13 Senior Project I 1201 Fall Semester 2012-13 Probability 1201 Fall Semester 2012-13 Calculus-I 1201 Summer Semester 2011-12 Independent Study 1103 Summer Semester 2011-12 Independent Study 1103 Spring Semester 2011-12 Senior Project II 1102 Spring Semester 2011-12 Calculus-II 1102 Fall Semester 2011-12 Calculus-I 1101 Summer Semester 2010-11 Independent Study 1003 Spring Semester 2010-11 Complex Variables 1002 Spring Semester 2010-11 Calculus 3 1002 Spring Semester 2010-11 Calculus-II 1002 Spring Semester 2010-11 Calculus-I 1002 Fall Semester 2010-11 PhD Reading course Numerical Techniques 1001 Summer Semester 2009-10 Research Units 903 Summer Semester 2009-10 Independent Study 903 Spring Semester 2009-10 Research Units 902 Spring Semester 2009-10 Calculus 3 902 Spring Semester 2009-10 Calculus-II 902 Fall Semester 2009-10 Research Units 901 Fall Semester 2009-10 Mathematical Methods 901 Fall Semester 2009-10 Calculus-I 901 Term II 2008-2009 Practical Quantitative Finance 820 Summer Qtr 2008-09 PHD Research Units 804 Spring Qtr 2008-2009 Calculus 3 803 Winter Qtr 2008-09 Calculus 2 802 Winter Qtr 2008-09 Money and Banking 802 Spring Qtr 2007-08 Research VI 703 Spring Qtr 2007-08 Relativity 703 Spring Qtr 2007-08 Probability 703 Spring Qtr 2007-08 MATH Independent Study II 703 Spring Qtr 2007-08 MATH Independent Study I 703 Spring Qtr 2007-08 Trade and Development 703 Winter Qtr 2007-08 Research Units V 702 Winter Qtr 2007-08 Operator Theory I 702 Winter Qtr 2007-08 Calculus-II 702 Winter Qtr 2007-08 Calculus-I 702 Autumn Qtr 2007-08 Research Units IV 701 Autumn Qtr 2007-08 Mechanics 701 Autumn Qtr 2007-08 MATH Independent Study II 701 Autumn Qtr 2007-08 Calculus-I 701 Summer Qtr 2006-07 MATH Independent Study II 604 Summer Qtr 2006-07 MATH Independent Study I 604 Spring Qtr 2006-07 Differential Forms in Algebric 603 Spring Qtr 2006-07 MATH Independent Study I 603 Winter Qtr 2006-07 Probability 602 Winter Qtr 2006-07 Calculus-I 602 Autumn Qtr 2006-07 PhD Reading Course - Integer Partitions 601 Autumn Qtr 2006-07 Calculus-I 601 Autumn Qtr 2006-07 Pre-calculus 601 Spring Qtr 2005-06 Mathematical Methods 503 Winter Qtr 2005-06 Waves and Oscillations 502 Winter Qtr 2005-06 Money and Banking 502 Autumn Qtr 2005-06 PhD Reading Course - Mathematical Biology 501 Autumn Qtr 2005-06 Probability 501 Autumn Qtr 2005-06 Pre-calculus 501 Spring Qtr 2004-05 Stochastic Processes 403 Spring Qtr 2004-05 Mathematical Methods 403 Winter Qtr 2004-05 Generalised Tensors with Applications 402 Autumn Qtr 2004-05 Probability 401 Autumn Qtr 2004-05 Ordinary Differential Equations 401