Prof Vijay Kumar Kukreja
Dean
| Department of Mathematics
Sant Longowal Institute of Engg. & Tech., Longowal
Punjab
Expertise:
Mathematics
75
Publications
3
Projects
634
Scopus Citations
503
CrossRef
29 Years 2 Months Total Experience
Scopus
634
Citations
15
h-index
CrossRef
503
Citations
14
h-index
Google Scholar
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Professional Recognition
Sisir Kumar Mitra Memorial Award-96
1995
Indian Institute of Chemical Engineers, Calcutta, India
First prize in DST Sponsored National Workshop on Mathematical Modeling
2009
Banasthali University, Banasthali
Best Poster Award during 14th Punjab Science Congress
2011
Punjab Academy of Sciences, Patiala
Best Paper Award in 6th International Conference on Advancement in Engineering and Technology
2018
BGIET Sangrur
Community & Membership
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Indian Society of Industrial and Applied Mathematics
Founder MemberPunjab Academy of Sciences
Life MemberIndian Society of Technical Education
Life MemberPersonal Details
Doctor of Philosophy
1997
N/A
Master of Science
1989
N/A
Bachelor of Science
1987
N/A
Dean
Jan 2026 – Present
Sant Longowal Institute of Engg. & Tech., Longowal
| Department of Mathematics
Professor
Sep 2012 – Jan 2026
Sant Longowal Institute of Engg. & Tech., Longowal
| Department of Mathematics
Associate Professor
Jul 2009 – Sep 2012
Sant Longowal Institute of Engg. & Tech., Longowal
| Department of Mathematics
Assistant Professor
Jul 2006 – Jul 2009
Sant Longowal Institute of Engg. & Tech., Longowal
| Department of Mathematics
Lecturer
Apr 2000 – Jul 2006
Sant Longowal Institute of Engg. & Tech., Longowal
| Department of Mathematics
Lecturer
Jul 1997 – Apr 2000
Unknown Organization
Physical Sciences
Scholarly Work
Setting up an Advance Computational Lab
OtherSolution of two-point boundary value problems by orthogonal collocation on finite elements using Hermite polynomials as basis
CompletedApplication of orthogonal collocation method for solving partial differential equation involving diffusion dispersion phenomenon
CompletedSolutions of partial differential equations involving diffusion dispersion phenomenon using weighted residual methods
Solution of two point boundary value problems by orthogonal collocation on finite elements using Hermite basis
Solution of differential equations using Hermite collocation method
Application of orthogonal spline collocation method for the solution of diffusion problems
Analytic solution of boundary value problems involving diffusion dispersion phenomenon
Solution of some partial differential equations using finite difference method
An improvised B-spline collocation method for non-linear partial differential equations
Study of non-linear singularly perturbed differential equations using collocation method with Hermite splines
Solution of two-point boundary value problems by quintic Hermite collocation method
Solution of singularly perturbed differential equations using Hermite collocation method
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Scholarly Publications
Study of Self-Adjoint Singularly Perturbed BVP by Septic Hermite Collocation Method
Highly accurate spline collocation technique for the numerical solution of generalized BurgersFisher’s problem
10.22034/CMDE.2024.49824.2071
Scopus: 1
An Effectual Higher Order Computational Method for Treatment of Generalized Rosenau-KDV Equation
Highly accurate collocation methodology for solving the generalized Burgers–Fisher’s equation
10.22067/IJNAO.2024.86994.1398
Scopus: 1
Survey of Hermite Interpolating Polynomials for the Solution of Differential Equations
Open AccessShishkin mesh based septic Hermite interpolation algorithm for time-dependent singularly perturbed convection–diffusion models
An optimal B-spline collocation technique for numerical simulation of viscous coupled Burgers’ equation
10.22034/CMDE.2021.46178.1936
Scopus: 2
A continuous, bounded and uniformly converging hypertan-normalization approach for improved classification accuracy and feature entropy
Showing 1 to 8 of 75 publications