
LPU Online Master of Science (M.Sc.) in Mathematics

Course Overview
LP University’s Online MSc in Mathematics is a 2 year, four‑semester postgraduate programme for graduates with a mathematics background seeking advanced analytical and research skills. The rigorous curriculum spans real and complex analysis, advanced abstract algebra, differential equations, functional analysis, topology and mechanics, with electives in areas like financial analytics and data visualisation. Delivered in a LIVE plus recorded model with flexible online examinations and access to an advanced LMS, the UGC‑entitled degree from a NAAC A++ university recommends 8–10 hours weekly. A term paper and dissertation strengthen research readiness. Graduates progress into analytics, finance, academia, research and public sector roles.
Course Highlights
Advanced Theory & Practice: Deep coverage across analysis, algebra and applied mathematics
Research Orientation: Term paper and dissertation to develop research aptitude
Interdisciplinary Electives: Options in financial analytics and advanced data visualisation
LIVE + Recorded Learning: Weekend interactive sessions plus recordings
Flexible Online Exams: Proctored assessments with convenient scheduling
Recognized Degree: UGC‑entitled, NAAC A++ university and WES‑accepted
Expert Faculty: Courses taught by qualified university faculty
Robust LMS: 24/7 access to content, quizzes and session recordings
Course
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Eligibility
- »
Bachelor’s degree with Mathematics (or allied discipline) from a recognised university
- »
Minimum aggregate as per LPU norms
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Suitable for working professionals and recent graduates

Course
Fees


Total 4 semester
INR 39,960 / Semester
*Fees may vary kindly check the actual fee with our counsellor
Full course fee
INR 1,59,840
*Inclusive of all taxes
EMI starting at
INR 6,660 / Month
*Terms & Conditions apply
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Course Syllabus
| S.No | Credit | Subject |
|---|---|---|
| 1 | EMTH515 | Real Analysis-I |
| 2 | EMTH516 | Advanced Abstract Algebra-I |
| 3 | EMTH517 | Theory of Differential Equations |
| 4 | EGEN530 | Fundamentals of Research |
| 5 | ECAP145 | Fundamentals of Information Technology |
| S.No | Credit | Subject |
|---|---|---|
| 1 | EMTH528 | Real Analysis-II |
| 2 | EMTH529 | Advanced Abstract Algebra-II |
| 3 | EGEN531 | Research Methods and Design |
| 4 | EMTH542 | Complex Analysis-I |
| 5 | EMTH655 | Calculus of Variation and Integral Equation |
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