Mathematics is one of the most ancient sciences of the world and has wide applications in various fields of study and research. A degree in Mathematics from one of the best M.Sc. in Mathematics colleges in Jaipur provides a range of skills that enable one to enter into a wide range of careers, in the areas of research, design and development, actuarial sciences, mathematical modeling, management services, computing, finances and academics. Training in mathematics is also necessary for research in many areas of Computer Sciences, Social Sciences and Biology. The Department offers Masters in Mathematics for interested and motivated students who are willing to pursue higher studies in the field of Mathematics.
| Category | Details |
|---|---|
| Duration | 2 Years |
| Eligibility | Minimum 50% aggregate in Graduation in any stream of Basic Sciences with Mathematics as one of the compulsory subjects |
| Selection Procedure | Merit + Personal Interview (PI) |
| Tuition Fee | ₹33,400 |
| Caution Money | ₹2,000 (Refundable) |
| Additional Charges | Lab & Library fee (charged separately) |
| Scholarship | As per University norms |
Industry Internship Programme
As per M.Sc. curriculum, students are required to undergo a six-month industry/ research internship programme, based on which they can submit the dissertation.
Pedagogy
- Group discussions
- Seminars
- Green Board
- ICT tools
- Video Lecture
Programme Structure
01 Semester
- Calculus of variation and special functions
- Differential Equations
- Real Analysis
- Industrial Mathematics
- C Programming (Theory)
Practicals & Sessionals
- C’Programming (Practical)
- Communication & Soft Skills
- Seminar
02 Semester
- Numerical and Statistical Techniques
- Abstract Algebra
- Mathematical Programming
- Continuum mechanics
- Computer Application (Theory)
Practicals & Sessionals
- Optimization Techniques Simulation Lab
- Numerical & Statistical Techniques Lab
- Computer Application (Practical)
- Seminar
03 Semester
- Linear Algebra
- Mechanics
- Integral Transforms
- Differential Geometry
- Advance differential equations
- Viscous Fluid Dynamics
Practicals & Sessionals
- Seminar
04 Semester
- Functional Analysis
- Integral Equations
- Complex Analysis (Elective-I)
- Operator in Hilbert space (Elective-I)
- Difference Equations and Sampling Theory
- Number Theory (Elective-II)
- Mathematical Statistics (Elective-II)
- Mathematical Modelling and Numerical) Simulation(Elective-II)
Practicals & Sessionals
- Dissertation
