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B.Sc in Mathematics
programme Overview
A BSc in Mathematics is a 3-year undergraduate degree that focuses on the study of mathematical concepts, structures, and applications. It aims to develop students’ analytical and problem-solving skills, crucial for various careers in fields like finance, data science, and research.
The course provides a deep dive into various areas of mathematics. It focuses on building a strong foundation in mathematical principles and their applications, equipping students with analytical and problem-solving skills.
3 Years
Duration of program
UG
Level of Study
Faculty Overview
A BSc in Mathematics is a 3-year undergraduate degree that focuses on the study of mathematical concepts, structures, and applications. It aims to develop students’ analytical and problem-solving skills, crucial for various careers in fields like finance, data science, and research.
The course provides a deep dive into various areas of mathematics. It focuses on building a strong foundation in mathematical principles and their applications, equipping students with analytical and problem-solving skills.
3 Years
Duration of program
UG
Level of Study
Key Highlights
Core Mathematical Concepts
Key Highlights
Key Highlights
Key Highlights
Key Highlights
HOW WILL YOU BENEFIT
Diverse Career Paths: A B.Sc. in Mathematics can lead to careers in finance, technology, education, and research, among others.
High Demand: Mathematics graduates are in high demand in today's data-driven world, particularly in fields like data science, cryptography, and AI.
Strong Analytical Skills: The curriculum emphasizes problem-solving, logical reasoning, and critical thinking, essential skills for many professions.
Problem-Solving Skills: Mathematics teaches you to break down complex problems into manageable parts, a skill valuable in both your career and daily life.
WHAT WILL YOU STUDY
- Algebra, Calculus, Geometry, Analysis, Statistics and Probability, Differential Equations, and Computer Science.
- Linear Programming, Numerical Methods: Algorithms for solving mathematical problems on computers.
- History of Mathematics: Exploring the development of mathematical concepts and theories.
- Specialized areas: Depending on the university and program, students may also choose to specialize in areas like financial mathematics, actuarial science, or mathematical physics.
- Scientific temper will be developed in Students.
- Students will acquire basic Practical skills & Technical knowledge along with domain knowledge of different subjects in the maths stream.
- Students will become employable; they will be eligible for career opportunities in Industry, or will be able to opt for entrepreneurship.
- A student should be able to recall basic facts about mathematics and should be able to display knowledge of conventions such as notations, terminology.
- A student should get adequate exposure to global and local concerns that explore them many aspects of mathematical sciences.
- Student is equipped with mathematical modeling ability, problem solving skills, creative talent and power of communication necessary for various kinds of employment.
- Student should be able to apply their skills and knowledge that is translate information presented verbally into mathematical form, select and use appropriate mathematical formulae or techniques in order to process the information and draw the relevant conclusion.
- Enabling students to develop a positive attitude towards mathematics as an interesting and valuable subject of study.
- Core Competency in Mathematical Concepts: Graduates will develop a strong foundation in mathematical theories, logical reasoning, and problem-solving skills applicable to pure and applied mathematics.
- Pursuit of Higher Education and Research: Graduates will be prepared to pursue advanced studies, research, or professional courses in mathematics, statistics, data science, or related fields.
- Employment and Analytical Skill Development: Graduates will acquire analytical, computational, and quantitative skills necessary for careers in academia, industry, banking, actuarial science, and data-driven sectors.
- Ethical, Social, and Professional Responsibility: Graduates will demonstrate ethical conduct, effective communication, teamwork, and a commitment to continuous learning and societal development through mathematical applications.
CURRICULUM
CAREERS AND EMPLOYBILITY
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