Master of Science in Mathematics
The Master of Science (M.Sc.) in Mathematics is a two-year postgraduate programme designed to provide advanced knowledge in pure and applied mathematics. The curriculum emphasizes analytical reasoning, abstract thinking, mathematical modeling, research, and problem-solving skills.
The programme covers diverse areas such as Algebra, Real Analysis, Topology, Complex Analysis, Differential Equations, Functional Analysis, Mathematical Modeling, Operations Research, Geometry, and Cosmology.
Graduates are prepared for careers in teaching, research, analytics, banking, government services, and higher academic pursuits including NET, GATE, and doctoral studies.
Admission requirements for the Master of Science in Mathematics programme.
Candidates must possess a Bachelor's Degree (B.Sc./B.A. or equivalent) with Mathematics as a major or principal subject from a recognized university.
Admission is granted on the basis of university norms, merit criteria, and seat availability as prescribed by the institution.
Students interested in Mathematics, Research, Teaching, Data Analytics, Statistics, Banking, Civil Services, and Higher Education.
The programme aims to develop advanced mathematical knowledge, analytical abilities, research aptitude, and professional competence.
Two-Year Postgraduate Programme spread across four semesters.
| Semester | Course Title | Category | Credits |
|---|---|---|---|
| Semester I | Abstract Algebra – I | Major | 5 |
| Real Analysis | Major | 5 | |
| Topology | Major | 5 | |
| Complex Analysis | Major | 5 | |
| Minor / Elective | Elective | 4–6 | |
| Research Project | Project | Project Based | |
| Semester II | Functional Analysis | Major | 5 |
| Integral Equations & Boundary Value Problems | Major | 5 | |
| Any Two Optional Courses | Major Elective | 5 Each | |
| Abstract Algebra-II / Differential Equations / Advanced Discrete Mathematics / General Relativity & Cosmology | Optional Pool | 5 | |
| Minor / Elective | Elective | 4–6 | |
| Semester III | Partial Differential Equations | Major | 5 |
| Classical Mechanics | Major | 5 | |
| Any Two Optional Courses | Major Elective | 5 Each | |
| Operations Research / Measure & Integration / Wavelets Analysis / Mathematical Modeling | Optional Pool | 5 | |
| Research Project | Project | Project Based | |
| Semester IV | Choose Any Four Specialized Papers | Major Elective | 5 Each |
| Advanced Complex Analysis, Fluid Dynamics, Special Functions, Differential Geometry, Advanced Functional Analysis, Fuzzy Sets & Applications, Algebraic Number Theory, Algebraic Topology | Specialization Pool | 5 |
Students are expected to maintain academic integrity, regular participation, and professional conduct throughout the programme.
Students are expected to attend lectures, tutorials, seminars, and departmental activities regularly as prescribed by the College and University.
Academic progress is evaluated continuously through assignments, classroom engagement, presentations, seminars, and other academic activities.
Students undertake guided research projects to develop analytical thinking, investigative skills, and academic writing capabilities.
Active participation in seminars, discussions, and presentations is encouraged to enhance communication and subject understanding.
Students are evaluated through semester-end examinations conducted in accordance with University regulations and academic standards.
Students are expected to uphold honesty, ethical conduct, originality in assignments, and respect for institutional values.
The programme follows the Choice Based Credit System (CBCS) and University regulations. Students are encouraged to actively engage in coursework, research activities, seminars, and academic discussions to maximize their learning experience and professional growth.
Comprehensive academic support and vibrant student engagement opportunities.
