MAHGU Pauri M.Sc Mathematics FAQs
Ques. What is the total fee for M.Sc Mathematics at MAHGU?
Ans. The M.Sc Mathematics at MAHGU is a 2-year full-time programme. The fee is INR 24,000 per year, totalling INR 48,000, as confirmed in the official MAHGU fee structure for 2025-26. Hostel and mess charges, if availed, are billed separately.
Ques. What is the eligibility for M.Sc Mathematics at MAHGU?
Ans. Candidates must hold a B.Sc in Mathematics or a related discipline from a recognised university with at least 50 percent aggregate marks. A valid CUET-PG score is accepted for merit-based shortlisting. Reserved category candidates may be eligible for relaxation as per applicable government norms.
Ques. Is CUET-PG required for M.Sc Mathematics admission at MAHGU?
Ans. MAHGU accepts CUET-PG scores for merit-based shortlisting. Direct merit-based admission is also available subject to the annual notification issued by the university. Candidates should monitor hgu.ac.in for the 2026-27 M.Sc Mathematics admission schedule.
Ques. What careers can I pursue after M.Sc Mathematics from MAHGU?
Ans. Graduates may qualify for college and university teaching after clearing UGC-NET or SET, pursue civil services (UPSC or UKPSC), data analyst roles in banking and finance, actuarial science positions, and research positions at state universities and government institutions.
Ques. Does MAHGU offer scholarships for M.Sc Mathematics students?
Ans. Students may apply for central government scholarships through the National Scholarship Portal. State government scholarships are available for eligible Uttarakhand residents. MAHGU may also offer institutional merit-based scholarships subject to annual review and eligibility criteria.
Ques. What topics are taught in M.Sc Mathematics at MAHGU?
Ans. The M.Sc Mathematics programme at MAHGU typically covers real and complex analysis, abstract algebra, linear algebra, differential equations, numerical methods, topology, and discrete mathematics. Students may also undertake a research project or dissertation component, applying theoretical knowledge to mathematical problem-solving in their chosen specialisation.


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