Dr. Harpreet Kaur

Dr. Harpreet Kaur

Assistant Professor

Educational Qualification

  • Ph.D. Wavelet Analysis and its Applications in Differential Equations, Sant Longowal Institute of Engineering & Technology (Established by Govt. of India), (2015)
  • M.Sc.

Teaching Experience

  • Assistant Professor I.K. Gujral Punjab Technical University, Jalandhar (Aug 24, 2016 to Till date)
  • Assistant Professor Lovely Professional University, Phagwara (Aug 01, 2014 to Aug 23, 2016 Teaching and Research)

Area of Interest (Teaching)

  • Mathematics

Area of Interest (Research)

  • Wavelet based study of differential equations

Awards & Honors

  • SLIET Fellowship for Ph. D. from 18th August 2009 to 18th August 2011 as a JRF
  • SLIET Fellowship for Ph. D. from 18th August 2011 to 18th August 2013 as a SRF
  • DST(Dept. of Science and Technology, A Premier National R&D Organization Under Govt. of India) Travel Grant for attending ICMCSSE-2013, Zurich(Switzerland).

Research Publications

Title of Paper Name of Author/s Journal Year ISSN Link
Haar wavelet approximate solutions for the generalized Lane Emden equations arising in astrophysics Harpreet Kaur, R.C. Mittal and Vinod Mishra Computer Physics Communications 2013 0010-4655 Ref Link
Haar wavelet solutions of nonlinear oscillator equations Harpreet Kaur, R.C. Mittal and Vinod Mishra Applied Mathematical Modelling 2014 0307-904X Ref Link
Haar wavelet based numerical investigation of coupled viscous Burgers R.C. Mittal, Harpreet Kaur and Vinod Mishra, International Journal of Computer Mathematics 2015 207160 Ref Link
A novel wavelet based hybrid method for finding the solutions of higher order boundary value problems Harpreet Kaur, Geeta Arora, and Ratesh Kumar Ain Shams Engineering Journal 2018 2090-4479 Ref Link
Scale-3 Haar Wavelets and Quasilinearization based Hybrid Technique for the Solution of Coupled Space-Time Fractional - Burgers Geeta Arora, Ratesh Kumar and Harpreet Kaur Pertanika J. Sci. & Technol 2020 1287702 Ref Link
Haar wavelets based time discretization technique for solving nonlinear partial differential equations Harpreet Kaur and Shin Min Kang International Journal of Pure and Applied Mathematics 2016 1314-3395 Ref Link
Haar Wavelet Quasilinearization Approach for Solving Nonlinear Boundary Value Problems Harpreet Kaur, R.C. Mittal and Vinod Mishra American Journal of Computational Mathematics 2011 2161-1211 Ref Link


S.No Authors Title of Paper Name of Conference
1 Harpreet Kaur A Wavelet technique for solving a Fractional differential equations based on micro-electro system International conference & 14th Biennial conference of Indian Society of Industrial and Applied Mathematics(ISIAM),
2 Harpreet Kaur Wavelet based Semi-Discretization Scheme for Solving Generalized Fitzhugh-Nagumo Equation with Time Dependent Coefficients, Exploring Basic Applied Sciences Exploring Basic Applied Sciences, LPU Jalandhar Nov 14-15, 2014
3 Harpreet Kaur A Haar Scale-3 Wavelet Technique for Solving a Micro-Electro Mechanical System Based Fractional Differential Equation International conference on advances in differential equations and Numerical Analysis organized by IIT Guwahati, Oct. 12-14,2020