Overview

Since mathematics plays such a key role in the physical, biological, and social sciences, the Calculus courses are useful to students who plan careers in these areas. The Department of Mathematical Sciences has been participating in teaching at undergraduate and postgraduate level in a diverse range of mathematical topics for BSc & MSc students. The Department of Mathematics currently offers 3 year Bachelors in Mathematics program & followed CBCS system.

The core courses taught during three years of BSc program in first five semesters are: 1. Differential Equations, 2. Solid Geometry, 3. Abstract Algebra, 4. Real Analysis, 5. Ring Theory & Vector Calculus, 6 Linear Algebra. For 6th semester open Electives: (any one)Laplace Transforms; Numerical Analysis; Number Theory and Cluster Electives: Integral Transforms, Advanced Numerical Analysis & Project work or Principles of Mechanics, Fluid Mechanics & Project work or Graph Theory, Applied Graph Theory & Project work.

Program Outcomes

1.  Apply a broad range of core mathematical knowledge and techniques, including advanced calculus, linear algebra, geometry, differential equations, probability and statistics.
2. Apply scientific experiments and research methods to continuously build on existing knowledge with modern and innovative ideas.
3. Utilize mathematical knowledge and IT skills to design, implement and enhance computer programs.
4. Function on multidisciplinary teams.
   
5. Analyze statistical data to identify and solve applied scientific problems
6. Understand professional and ethical responsibility
7. Communicate mathematical knowledge directly and indirectly with precision, clarity and organization.
8. Formulate mathematical models to solve real-life problems in a contemporary global and societal context.
9. Utilize modern techniques and skills obtained to achieve pre-determined goals and improve overall performance in a professional set up.​ 
   

Program Objectives

The Department of Mathematics seeks to provide quality education aimed at preparing high caliber professionals capable of achieving success and contributing to the development of the country in line with an ever-changing world. The mathematics program is designed to achieve the following Program objectives:

1. Provide students with definitions of fundamental concepts and the major theorems of the core areas of undergraduate Mathematics.
2. Develop students’ ability to construct mathematical proofs.
   
3. Train the students to analyze and interpret statistical data related to real-life problems.
4. Train students to formulate and evaluate the feasibility of a problem solving strategy.
   
5. Develop students’ ability to communicate mathematical/statistical results in written and oral forms.
   
6. Train students to design and implement algorithms for solving real-life problems.