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Dr. Navjot Kaur
Dr. Navjot Kaur
Department of Mathematics, Indian Institute of Technology, Roorkee
Verified email at thapar.edu
Title
Cited by
Cited by
Year
An adaptive wavelet optimized finite difference B-spline polynomial chaos method for random partial differential equations
N Kaur, K Goyal
Applied Mathematics and Computation 415, 126738, 2022
82022
Uncertainty quantification of stochastic epidemic SIR models using B-spline polynomial chaos
N Kaur, K Goyal
Regular and Chaotic Dynamics 26, 22-38, 2021
32021
Uncertainty propagation using Wiener-Linear B-spline wavelet expansion
N Kaur, K Goyal
Computers & Mathematics with Applications 79 (9), 2598-2623, 2020
32020
An adaptive stochastic investigation of partial differential equations using wavelet collocation generalized polynomial chaos method
N Kaur, K Goyal
Communications in Nonlinear Science and Numerical Simulation 119, 107110, 2023
2023
Hybrid Hermite polynomial chaos SBP-SAT technique for stochastic advection-diffusion equations
N Kaur, K Goyal
International Journal of Modern Physics C 31 (09), 2050128, 2020
2020
Variants of Polynomial Chaos Methods in Uncertainty Quantification
N Kaur
Thapar Institute of Engineering and Technology, Patiala, 0
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Articles 1–6