1.
Syllabus for M.A/M.Sc. Mathematics
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Structure and Course Contents of M.A./M.Sc. Mathematics Programme (Batch 2024 & onwards)
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Programme outcome
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After the completion of this programme, students shall be able;
- To apply mathematical tools and techniques in all the fields of learning including research and its extension.
- To Innovate, invent and solve complex mathematical problems using the knowledge of pure and applied mathematics.
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Board Members
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Minutes of the Meeting
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Date of Meeting
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New Courses Added
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[Committee]
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[Minutes]
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October 4, 2023
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- Computational Mathematics (24108DCE - 4Credits)
- Python for Mathematics (24307DCE - 4 Credits)
- Project at 4th Semester (24409DCE - 4 Credits)
- Applied Differential Equations (24004GE- 2 Credits)
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[Click here for the approved Syllabus]
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2.
Integrated PhD Entrance Syllabus
Syllabus for Integrated PhD Entrance Test - 2023 [Minutes of the Meeting]
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3.
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Course Work Syllabus for Integrated PhD Scholars (2023 & Onwards)
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Programme outcome
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After the completion of this course, students shall be able;
- To apply mathematical methods and methodolgies to understand the meaning of research, design and other relevant information about the research.
- To develop scientific temperment and connect the research community through literature survey and relevant emerging research knowledge.
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Board Members
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Minutes of the Meeting
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Date of Meeting
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New Courses Added
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[DRC Members]
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[Minutes]
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September 9, 2023
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- New topics like C programming and MATLAB Software were incorporated.
- Scientific Documentation like LaTeX has been added to the syllabus.
- Research ethics and emerging topics of mathematics.
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[Click below for the approved syllabi]
Course Work Syllabus of Integrated PhD (Paper-1)]
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Recent Advances & Recennt Topics (Graph theory & Mathematical Biology, Papers-II & III)
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4.
B.A/B.Sc. Syllabus of Mathematics [uner NEP-2020 scheme]
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Bachelors Programme with Mathematics as Major/Minor under NEP-2020 Scheme (2022 & Onwards) [Approval copy]
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New Courses added:
- Theory of Numbers at 4th Semester
- Mathematical Modelling and Numerical Methods at 5th Semester
- Fourier and Laplace Transform at 5th Semester
- Graph Theory at 6th Semester
- Advanced Calculus at 6th Semester
- Linear Algebra at 7th Semester
- Advanced Algebra at 7th Semester
- Advanced Real Analysis at 7th Semester
- Complex Analysis aat 8th Semester
- Metric and Topological Spaces at 8th Semester
- Mathematical Statistics at 8th Semester
- Research Methodology at 8th Semester for Research Mode
- Project Dissertation at 8th Semester for Research Mode
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5.
PG Entrace in Mathematics
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6.
M.A/M.Sc. Syllabus in Mathematics
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7.
Previous Syllabi
Mathematics