top of page
image.png
IMG-20240905-WA0074.jpg
100002.jpg

Welcome to
Mathem
atics Department
NIT Kur
ukshetra

Department of Mathematics at NIT Kurukshetra was born on 1966 with Professor P.D.S. Verma (D.Sc.) as the founder Chairman, is a well-known centre for education and research in Mathematics. It has undergraduate programs with opportunities for specialization in all major areas of Mathematics leading to Doctorate of Philosophy degree. In particular, the department offers excellent courses to the students of B. Tech and M. Tech. programs which are of special interest and are rewarding many students in getting admission abroad for further higher studies. The department is successfully running Ph.D. program with a reasonably high number of scholars registered. we have started M.Sc. program from the AY 2023-24.

Vision of Department

To be a role model in management education and research responsive to global challenges.

Mission of Department

M1: To impart quality management education.

M2: To develop innovative professionals, entrepreneurs and researchers.

M3: To generate prime knowledge resources for the growth of industry, society and futuristic knowledge focusing on the socio-economic needs.

Research Areas:

The Department has research facilities in following thrust areas

:

1. Fluid Mechanics

Heat and Mass Transfer

Transport in Porous Media

 Boundary Layer Theory

Lubrication, Rheology

 Micropolar Fluids in Thermo-Elasticity

 

2. Numerical Analysis

Numerical Analysis

Numeric’s of Delay Differential Equations

Fractional Differential Equations

Numerical Methods with analysis for Singular Boundary Value Problems

Singular Perturbation Problems

Numerical Methods for PDE’s· Differential Equation

Numerical solution of Fractional Partial Differential Equation

Differential Geometry of manifolds and their applications.

 

3. Reliability Analysis

Stability Analysis and Control of Robotic Systems

Optimization Theory Mathematical Modelling of Dynamical Systems

Reliability Analysis

 

4.Fourier Analysis

Fourier Approximation

Summability Theory· Functional Analysis

Operator Theory· Wavelets

 

5.Algebra and Special function

Two parameter quantum algebras and special functions

Lie Theory

Departmental Achievements 

bottom of page