About the Program
The M.A./M.Sc in Mathematics is a work-integrated program that equips students with a strong foundation in mathematical theory and its applications in the real world. Through a combination of classroom learning and practical training, students gain a deep understanding of mathematical concepts and develop analytical and problem-solving skills that are highly valued in industries such as finance, engineering, and data science. This program is ideal for those seeking a career in academia, research, or industry.
M.A./M.Sc Mathematics is a work-integrated degree program that provides an opportunity for learners to take – Apprenticeship / Internship / Live project / On-the-job training.
Duration:
2 years
Objectives:
- To provide a comprehensive curriculum that covers the fundamental concepts of mathematics.
- To enhance students' mathematical skills through effective teaching-learning processes.
- To introduce projects and participative learning to provide qualitative education.
- To prepare students for future research and inculcate their curiosity for mathematics.
- To strengthen students' competencies and confidence for competitive examinations.
- To develop abstract mathematical thinking.
- To model real-world problems into mathematical equations and draw appropriate solutions.
Program Structure:
M.A./M.Sc Mathematics 1st Year
| Codes | Subject Title |
|---|---|
|
Paper 1 |
Algebra |
|
Paper 2 |
Linear Algebra, Differential Equations and Models |
|
Paper 3 |
Real Analysis |
|
Paper 4 |
Topology |
|
Paper 5 |
Discrete Mathematics |
M.A./M.Sc Mathematics 2nd Year
| Codes | Subject Title |
|---|---|
|
Paper 1 |
Complex Analysis |
|
Paper 2 |
Measure Theory & Functional Analysis |
|
OPTIONAL SUBJECTS |
|
|
Paper 3 |
Number Theory |
|
Paper 4 |
Lattice Theory |
|
Paper 5 |
Linear Programming & Game Theory |
|
Paper 6 |
Universal Algebra |
|
Paper 7 |
Integral Equations |
|
Paper 8 |
Commutative Algebra |
|
Paper 9 |
Numerical Analysis & Computer Techniques |
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