Programme Overview

The Bachelor of Science (B.Sc.) in Mathematics is a three-year undergraduate program that provides students with a strong foundation in mathematical theories, principles, and applications. The program covers core subjects such as calculus, linear algebra, number theory, probability, and statistics, along with complementary courses in sciences like physics, chemistry, and computer science. The degree is designed to develop analytical thinking, problem-solving, and quantitative skills that are valuable in both academic and professional contexts. Graduates of this program are well-prepared for careers in education, research, finance, data analysis, and for pursuing higher studies in mathematics or related fields.

  • 3 Years

    Duration of programme

  • Under Graduate

    Level of Study

Key Highlights

Strong Foundation in Mathematics
Interdisciplinary Learning
Focus on Analytical & Problem-Solving Skills
Pathway for Higher Studies
Career & Research Orientation

How will you benefit

Gain a solid foundation in both pure and applied mathematics for academic and professional growth.
Develop strong analytical, logical reasoning, and problem-solving skills applicable across industries.
Enhance career opportunities in education, research, finance, IT, and data-driven fields.
Build a pathway for higher studies and specialization in mathematics and related disciplines.

What will you study

Algebra and Linear Algebra – Study of equations, structures, vector spaces, and matrix operations.

Calculus and Analysis – Understanding limits, derivatives, integrals, and advanced real and complex analysis.

Topology and Geometry – Exploration of spatial properties, continuity, and geometric structures.

Statistics and Probability – Techniques for data analysis, interpretation, and modeling uncertainty.

  • PO-1- Graduates will be able to acquire a deep understanding of core mathematical concepts, theories, and techniques in pure and applied mathematics.
  • PO-2- Graduates will be able to analyze complex problems logically and apply mathematical reasoning to solve real-world challenges.
  • PO-3- Graduates will be able to foster a spirit of scientific inquiry and independent thinking through research methods and project-based learning.
  • PO-4- Graduates will be able to communicate mathematical ideas clearly and precisely in both written and oral forms.
  • PO-5- Graduates will be able to integrate mathematical knowledge with other scientific disciplines such as physics, computer science, and engineering.
  • PO-6- Graduates will be able to use modern mathematical tools, software, and technology to model and solve practical problems.
  • PO-7- Graduates will be able to apply statistical and probabilistic methods to analyze data and draw meaningful conclusions.
  • PO-8- Graduates will be able to critically evaluate mathematical arguments, proofs, and problem-solving approaches.
  • PO-9- Graduates will be able to adapt mathematical knowledge to address new and emerging challenges in science, technology, and society.
  • PO-10- Graduates will be able to demonstrate ethical responsibility and professional integrity in mathematical research and applications.
  • PO-11- Graduates will be able to prepare for diverse career opportunities in education, research, finance, data science, and technology-driven industries.
  • PO-12- Graduates will be able to pursue higher education and lifelong learning with a strong foundation in mathematics and related disciplines.

  • PSO-1- Students will have the ability to apply numerical techniques to solve different kinds of equations, including algebraic, differential, and integral.
  • PSO-2- Students will have the skills to use mathematical methods in finding solutions to real-life and practical problems.
  • PSO-3- Students will have an understanding of various solution methods and their applications in different contexts.
  • PSO-4- Students will have enhanced knowledge of advanced mathematical concepts for higher-level studies and research.
  • PSO-5- Students will have computational proficiency and the capability to use mathematical software and tools effectively.
  • PSO-6- Students will have the analytical mindset to connect mathematical theories with practical applications across disciplines.
  • PSO-7- Students will have the competence to pursue further academic or professional careers in mathematics and related fields.

  • PEO-1- To apply integral calculus in solving real-world and theoretical mathematical problems.
  • PEO-2- To acquire sound knowledge of techniques for solving different types of differential equations.
  • PEO-3- To gain proficiency in calculus computations and their applications in various contexts.
  • PEO-4- To develop a strong understanding of sequences, series, and their convergence properties.
  • PEO-5- To introduce the basic concepts and applications of fuzzy sets.
  • PEO-6- To understand the different types of fuzzy relations and their significance.
  • PEO-7- To be familiar with operations on fuzzy sets and apply fuzzy arithmetic in problem-solving.

Curriculum

  • Basic Information Computer Technology - I Algebra. Trigonometry & Geometry Logic & Sets Hindi Bhasha and Sanrachna Pratical group Basic of Computer & Information technology-I

  • English Language and Indian Culture
  • Fundamental of Entrepreneurship
  • Calculus
  • Differential Equations & Vector Calculus
  • Theory of real functions
  • Skill Enhancement Elective Course-I

  • हिन्दी भाषा संरचना एवं संचार साधन
  • Basic Information Computer Technology - II
  • Calculus
  • Differential Equation and Mechanics
  • Multivariate Calculus
  • Basic of Computer & Information technology-II
  • Skill Enhancement Elective Course-II

  • English language and scientific temper
  • Human Values & Ethics
  • Advanced Calculus
  • Partial Differential Equations
  • Complex Analysis and Abstract Algebra
  • Probability & Statistics

  • Real Analysis
  • Linear Algebra
  • Numerical Analysis
  • Elective Paper-I
  • Elective Paper-II
  • Skill Enhancement Elective Course-II

  • Special Function
  • Operation Research
  • Numerical Methods using C programming
  • Elective Paper
  • Project & Viva-Voce
  • Core Course-14

CAREERS AND EMPLOYABILITY

Data Analyst / Data Scientist
Teaching and Academia
Banking and Finance Sector
Software & IT Industry

ELIGIBILITY CRITERIA

SC/ST-45% and Gen/OBC-60%

10+2 in relevant discipline

 

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