One of the most lasting branches of study, mathematics is becoming more and more important in a variety of fields and occupations. The B.Sc. (Hons.) Mathematics programme offered at the best B.Sc. Math’s College in Jaipur is a versatile degree that provides students with the optimal balance between a defined sequence of study and flexible course options. This unique programme offered at one of the best B.Sc. in Mathematics colleges in Rajasthan helps students combine their knowledge of mathematics and solve problems. They learn to study essential topics in calculus, linear algebra and differential equations that can be applied directly to build applications in coding and cryptology, mathematical physics, mathematical biology, bioinformatics and finance.
Category | Details |
---|---|
Duration | 4 Years |
Eligibility | 10+2 Science PCM or Equivalent |
Selection Procedure | Merit + Personal Interview (PI) |
Tuition Fee | ₹37,435 |
Caution Money | ₹2,000 (Refundable) |
Additional Charges | Lab & Library fee (charged separately) |
Scholarship | As per Jaipur National University Rules |
Industry Internship Programme
The students enrolling at the best BSc Maths college in Jaipur undergo a training programme in the Department of Mathematics and other collaborating departments. This training will ensure that students demonstrate and develop critical thinking and problem-solving skills as well as management competencies in applied, experiential settings.
Programme Structure
01 Semester
- Differential Calculus
- Algebra
- Object Oriented Programming In C++
- Environmental Science
02 Semester
- Real Analysis I
- Differential Equations
- Mathematical finance
- English Communication
03 Semester
- Real Analysis II
- Partial Differential Equation
- Riemann Integration and series of function
- Information Security
- Vector Calculus
04 Semester
- Multivariate Calculus
- Algebra II
- Metric Spaces and Complex Analysis I
- Applications of Algebra
05 Semester
- Ring theory and Linear algebra I
- Group Theory
- Linear Programming
- Probability and statistics
06 Semester
- Numerical Methods
- Ring theory and Linear algebra II
- Mathematical modelling
- Mechanics