The following courses are offered as part of the M.Sc. programme. There are mainly two type of courses, each course having some predefined credit point. A student must take all the "Core" courses. Moreover they can choose one or more "Electives" from a set of elective courses such that total credit points of all the courses(Core and Electives) taken in the programme is minimum 80.
| Advanced Topology I* |
Advanced Topology II |
| Operator Theory I* |
Operator Theory II |
| Number Theory I* |
Number Theory II |
| Advanced Analysis I |
Advanced Analysis II |
| Algebraic Number Theory |
Numerical linear algebra |
| Mathematical Logic |
Graph Theory |
| Advanced Algebra I* |
Advanced Algebra II |
| Numerical solution of Ordinary Differential Equations |
Numerical solution of Partial Differential Equations |
| Quantum Mechanics I |
Quantum Mechanics II |
| Mathematical Modelling I |
Mathematical Modelling II |
| Fourier Analysis |
Continuum Mechanics |
| General Theory of Relativity |
High Energy Astrophysics |
| Magneto Hydrodynamics & Plasma Physics I |
Magneto Hydrodynamics & Plasma Physics II |
| Sampling Techniques I |
Sampling Techniques II |
| Stochastic Processes I* |
Stochastic Processes II |
| Statistical Quality Control |
Reliabilty Theory |
| Fuzzy sets and applications-I
|
Fuzzy sets and applications-II |
| Multivariate Analysis I |
Multivariate Analysis II |
| Continuum Mechanics |
Advanced Analysis |
| Electrodynamics |
Fluid Mechanics* |
| Operations Research |
Theory of Distribution and Sobolev Spaces |
| Applied matrix Theory | Parallel Numerical Algorithms |
| Mathematical Logic | Elliptic Curves |
| Algebraic Geometry | Numerical Linear Algebra |
| Finite Element Method* | Computational Fluid Dynamics |
| An Introduction to Fourier Theory | Wavelets and applications |
| Probability Theory | Relativity |
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