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B.Sc. Mathematics/B.Sc.(Hons.) Mathematics
Key Facts & Figures
B Sc. / B.Sc.(Hons.)
Semester Fee
26,000 INR
Mode of study
Medium of Instruction
Credit Points
DAV University Campus
Start date

Examination fee: RS. 3000/- for each semester and is applicable to all courses).

Refundable Caution Money: Rs 5000/- in 1st Semester and is applicable to all courses.

One-time Alumni Registration Charges Rs. 2000/- ( Non - Refundable to be charged from every student in 1st year only

All Rights reserved by DAV University (Hike in fee up to 15 % every year is possible).

B.Sc. Mathematics Programme at DAV University | Comprehensive Mathematics Education.

B.Sc. Mathematics/B.Sc.(Hons.) Mathematics

B.Sc. Mathematics is an undergraduate academic degree programme that offers students a comprehensive education in mathematics, including both theoretical concepts and practical applications. The curriculum covers core mathematical subjects such as calculus, algebra, real analysis, differential equations, geometry, and statistics.

These courses provide students with a strong foundation in mathematical principles and techniques. The programme also includes courses to teach use of mathematical softwares for computation and data analysis. B.Sc. Mathematics degree opens up a wide range of career opportunities in fields such as Education, Research, Finance, Data analysis, Actuarial science, and Computer programming.


Passed with 50% aggregate marks (45% marks in case of candidate belonging to SC/ST) in 10+2 examination or equivalent with Mathematics, English and Physics/Chemistry.

Why this programme?

There are several reasons why students may choose to pursue a B.Sc. Mathematics degree:

Versatility: Mathematics is a versatile field that can be applied to a wide range of disciplines, including Science, Engineering, Finance, Economics, and Computer Science.

Problem-Solving Skills: Studying mathematics helps to develop strong analytical and problem-solving skills, which are valuable in many professions and industries.

Research Opportunities: A B.Sc. Mathematics degree can lead to opportunities for further study and research in mathematics or related fields, paving the way for a career in academia or research.

High Demand: Graduates with a strong background in mathematics are in high demand in industries such as Finance, Technology, and Data Science, where analytical skills are highly valued.

Intellectual Challenge: Mathematics is a challenging and intellectually stimulating field that appeals to students who enjoy solving complex problems and exploring abstract concepts.

Career Growth: A B.Sc. Mathematics degree can lead to a rewarding and financially lucrative career path, with opportunities for advancement and growth.

During Your Study

During a B.Sc. Mathematics programme, student typically studies a variety of mathematical topics and engage in practical applications and research. Students also participate in lab sessions to learn the use mathematical softwares and tools for data analysis and simulations. Students get a chance to interact with renowned Mathematicians and attend various training programmes as well.

Flexible Pathways

At DAV University, we offer flexible pathways for students to tailor their educational journey according to their aspirations and commitments.

Those who complete the entire three-year undergraduate programme, accumulating 120 credits, are granted a coveted bachelor's Degree in B.Sc. Mathematics.

Alternatively, students have the option to exit the programme at various stages, each milestone marked by academic recognition.


Students opting to exit the programme after earning a minimum of 40 credits get an undergraduate certificate in the relevant discipline/subject. This certification acknowledges their foundational knowledge and skills acquired during their academic pursuit. To ensure practical applicability, students must also accrue at least 4 credits in work-based vocational courses, providing hands-on experience through internships or apprenticeships.


Similarly, students who attain a minimum of 80 credits can opt to exit the programme with an undergraduate Diploma in the relevant disciplines/subject. Alongside academic excellence, students are required to earn an additional 4 credits in skill-based vocational courses, enhancing their proficiency in specialized areas and augmenting their employability.

B.Sc. Honours / Honours with Research

The programme offers an esteemed pathway for motivated students to pursue Bachelor's Degree (Honours) in their fourth year.

Candidates maintaining a cumulative grade point average (CGPA) of 7.5 (75%) throughout the first three years are eligible to opt for Bachelor's Degree (Honours) with Research, a testament to their academic prowess and commitment to scholarly inquiry.

This pathway opens doors to advanced research opportunities, allowing students to delve deeper into their areas of interest and contribute meaningfully to the academic community.

Semester I
  • Elementary Algebra
  • Calculus
  • Basics of MATLAB
  • Multidisciplinary Course
  • Ability Enhancement Course
  • Skill Enhancement Course
  • Value Added Course
Semester II
  • Theory of Equations
  • Ordinary Differential Equations
  • Multidisciplinary Course
  • Ability Enhancement Course
  • Skill Enhancement Course
  • Value Added Course
  • Partial Differential Equations
  • Analytical Geometry
  • Optics and Lasers
  • Multidisciplinary Course
  • Ability Enhancement Course- Common
  • Skill Enhancement Course- Common
  • Group Theory-I
  • Elementary Real Analysis
  • Numerical Analysis
  • Modern Physics
  • Ability Enhancement Course
  • Theory of Real Functions
  • Group Theory-II
  • Probability Theory
  • Electricity and Magnetism and Electronics
  • Skill Enhancement Course- (Internship)
  • Riemann Integration
  • Multivariate Calculus
  • Ring Theory and Linear Algebra
  • Mechanics
  • Mechanics and Waves
B.Sc. Honours with research
  • Algebra
  • Mathematical Statistics
  • Metric Spaces
  • Linear Algebra
  • Complex Analysis
  • Number Theory
  • Real Analysis
  • Differential Geometry
  • Mathematical Methods
  • Discrete Mathematics

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