CSIR NET
Mathematical Sciences
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- Examination
- 20thDecember2026
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Everything you need to know about CSIR NET.
01What is CSIR NET ?
The CSIR-UGC NET (Council of Scientific & Industrial Research – National Eligibility Test) is a national-level exam conducted in India to determine eligibility for: Junior Research Fellowship (JRF) Lectureship/Assistant Professor positions in the field of Mathematical Sciences and other science disciplines. 👉 Why CSIR NET for Maths? Get eligibility for research (Ph.D.) or college-level teaching. Fellowship up to ₹37,000/month during Ph.D. Prestigious career in academics, research, or public sector.
02CSIR NET Mathematics Syllabus
The syllabus is divided into three main parts: Part A – General Aptitude (Common for All Subjects) Logical reasoning Graphical analysis Analytical and numerical ability Quantitative comparisons Series formation, puzzles, probability, percentages Part B – Core Mathematics (Conceptual Questions) Focuses on fundamental concepts and formula-based questions from: 1. Linear Algebra Vector spaces, basis, linear transformations Eigenvalues, eigenvectors, Cayley-Hamilton theorem Inner product spaces 2. Real Analysis Sequences and series, convergence Continuity, differentiability Riemann integrals, sequences of functions 3. Complex Analysis Analytic functions, Cauchy-Riemann equations Cauchy’s integral theorem/formula Singularities, Laurent series, residue theorem 4. Algebra Groups, subgroups, normal subgroups Rings, ideals, fields, homomorphisms Fundamental theorems of group and ring theory 5. Ordinary Differential Equations (ODEs) Existence and uniqueness Systems of differential equations Linear ODEs with constant coefficients 6. Partial Differential Equations (PDEs) Classification and methods of solutions Heat, wave, Laplace equations Part C – Advanced Mathematics (Application-Based Problems) These questions test the deep understanding and application of concepts. Topics include: 7. Topology Open/closed sets, continuity Compactness, connectedness Metric spaces and topological spaces 8. Functional Analysis Normed spaces, Banach spaces Hahn-Banach theorem, open mapping theorem Inner product and Hilbert spaces 9. Numerical Analysis Errors and approximations Numerical solutions of ODEs Interpolation, numerical integration 10. Calculus of Variations Euler-Lagrange equation Applications to physics and mechanics 11. Mechanics & Vector Calculus Newtonian mechanics Conservation laws Gradient, divergence, curl; Green’s, Stokes’ theorems 12. Probability and Statistics Probability theory, random variables Expectation, distributions Statistical inference basics 13. Linear Integral Equations Fredholm and Volterra types Eigenvalue problems 📚 Who Should Prepare for CSIR NET (Maths)? M.Sc./Integrated M.Sc. (Maths) students Aspirants of research or teaching careers Candidates preparing for Ph.D., ISI/IIT fellowships Government exam aspirants (DRDO, ISRO, BARC, etc.) 🎯 Eligibility Criteria Educational Qualification: M.Sc. or equivalent degree in Mathematics or Applied Mathematics with at least 55% (50% for reserved categories). Age Limit: JRF: Maximum 28 years (relaxation for reserved categories) Lectureship: No upper age limit 📝 Exam Pattern Section Type of Questions No. of Qs to Attempt Marks A General Aptitude (Common) 15 out of 20 30 B Subject-related MCQs (Concepts) 25 out of 40 75 C Subject-related MCQs (Advanced) 20 out of 60 95 Total 200 Total Time: 3 hours Negative Marking: Yes (varies per section)
03Course Features
Live + Recorded Classes Attend interactive live sessions and revise anytime with recorded access. Topic-Wise Class PDF Notes Get concise and clear notes for each topic to strengthen your understanding. Daily Practice Papers with Solutions Practice regularly with curated problems and detailed solutions. Practice Question Sets & Test Series Improve exam readiness with topic-wise tests and full-length mock exams designed like the real JAM paper. Doubt Support & Mentorship Regular doubt sessions and academic guidance by experienced mentors to keep you on track.
04Important Guidelines
1.Course Validity Access is valid up to the official Exam Date. Extension beyond this period may require an additional fee. 2.Medium of Instruction Hinglish (English with Hindi explanation). Notes will be provided mainly in English. 3.Strict Device Policy One registered mobile device and one laptop allowed per student. Switching devices requires approval. 4.No Refund Policy Once purchased, the course fee is non-refundable under any circumstances. 5.Content Protection Sharing course videos, PDFs, or test materials with others will lead to permanent account suspension without any warning or refund.
05Need Help Before Joining?
Call our official student helpline: 9571085397 for any questions before enrolling. Enroll through the MathsCare App and start your preparation journey with structured support, expert guidance, and powerful practice tools.
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