Department of
Mathematics
Graduate Program
MS Mathematics
Department of
MS Mathematics
The MS degree in Mathematics focuses on strengthening of the ability of a student in Mathematical reasoning and logical thinking. Students in this program prepare themselves either for their further development in the field of Mathematics or for jobs in academic, industrial and government organizations.
The program offers a flexible frame work including scheme of courses covering major areas like Pure, Applied and Computational Mathematics.
The date of commencement of MS program is the FALL-semester of every year.
The Program
Grand Asian University Sialkot (GAUS) is a modern, demand-driven, futuristic, quality conscious and affordable private university. The University wishes to build its future through internationally recognized research work, scholarship and learning within a distinctive scholarly environment. The vision will inspire GAUS to strive hard in competing globally for better Pakistan based on Knowledge economy characterized by high levels of skills, lifelong learning and innovation.
The department of Mathematics has been established in Grand Asian University Sialkot with the aims
to provide students with mathematical skills required for applications in various areas of human
endeavors, and to prepare them for higher studies leading to MS and Ph.D. Besides becoming
an expert in mathematics as a subject in its own right, the graduates are equipped to demonstrate
expertise in applied mathematics, such as industrial mathematics, financial mathematics, scientific
computing, mathematical modeling etc.
The admission for MS degree in Mathematics is based on minimum criteria as per HEC requirements:
MS Mathematics graduates can find lot of opportunities in Research and Development firms, Economic Research firms, Market Research firms and Manufacturing firms. They can look for the job profiles like Quantitative Risk Analyst, Statistician, Treasury Management Specialist and Demographer in these firms. Those who want to work in public sector can find ample opportunities in various government organizations like Defense Research and Development Organizations and Pakistan Space Research Organizations. Reputed Software companies offer several career opportunities for these graduates in operation research, software design and programming. Banks and Insurance companies also offer lucrative opportunities for the candidates who have completed their postgraduate degree in Mathematics. They can also work in various government colleges and universities after qualifying provincial public service commission’s and Federal Public Service commission exam.
Four courses to be selected out of following list.
Pure Mathematics | Applied Mathematics | Computational Mathematics |
Rings and Modules | General Relativity-I | Graph Theory |
Operator Theory | General Relativity-II | Mathematical Modeling-I |
Topology Groups | Cosmology | Mathematical Modeling-II |
General Topology | Classical Field Theory | Numerical Solutions of PDEs |
Homotopy Theory | Electrodynamics-I | Design Theory |
Advanced Group Theory | Electrodynamics-II | Minimal Surfaces |
Topological Vector Spaces | Plasma Physics | Advanced Numerical Analysis |
Algebraic Number Theory | Advance course in Plasma Physics | Computational Fluid Mechanics |
Field Extension and Galois Theory | Quantum Field Theory | |
Advanced Measure Theory | Optimization Theory | |
Spectral Theory in Hilbert Spaces-I | Perturbation Methods | |
Spectral Theory in Hilbert Spaces-II | Integral Inequalities | |
Fixed point Theory and Applications | Advanced Fluid Mechanics |
CODE | TITLE | CREDITS |
First Semester | ||
MATH-601 | Integral Equations | 3 |
MATH-602 | Functional Analysis | 3 |
MATH-xxx | Optional Course | 3 |
MATH-xxx | Optional Course | 3 |
TOTAL | 12 | |
Second Semester | ||
MATH-xxx | Optional Course | 3 |
MATH-xxx | Optional Course | 3 |
MATH-607 | ODEs and Computational Linear Algebra | 3 |
MATH-608 | Partial Differential Equation | 3 |
TOTAL | 12 | |
Third & Fourth Semester | ||
MATH-646 | Research and Thesis | 6 |
TOTAL | 6 |
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