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Dr Zaheer-ud-Din
Dr Zaheer-ud-Din
Ass. Prof. of Mathematics, Department of Basic Sciences, Cecos University, Peshawar Pakistan
Verified email at cecos.edu.pk
Title
Cited by
Cited by
Year
An efficient local formulation for time–dependent PDEs
Zaheer-ud-Din
Mathematics 7 (3), 216, 2019
31*2019
Meshless methods for multivariate highly oscillatory Fredholm integral equations
Zaheer-ud-Din, Siraj-ul-Islam, I Aziz
Engineering Analysis with Boundary Elements 53, 100-112, 2015
182015
Meshless Analysis of Nonlocal Boundary Value Problems in Anisotropic and Inhomogeneous Media
Zaheer-ud-Din
mathematics 8, 2045, 2020
152020
A wavelet-based collocation technique to find the discontinuous heat source in inverse heat conduction problems
M Ahsan, W Lei, M Ahmad, MS Hussein, Z Uddin
Physica Scripta 97 (12), 125208, 2022
82022
Meshless procedure for highly oscillatory kernel based one-dimensional Volterra integral equations
Zaheer-ud-Din
Journal of Computational and Applied Mathematics, 114360, 2022
72022
Meshless methods for two-dimensional oscillatory Fredholm integral equations
Siraj-ul-Islam, Zaheer-ud-Din
JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS 335, 33-50, 2018
72018
Meshless Approximation Method of One-Dimensional Oscillatory Fredholm Integral Equations
Zaheer-ud-Din
Filomat, https://www.pmf.ni.ac.rs/filomat-content/2020/34-3/FILOMAT%2034-3 …, 2020
3*2020
Interpolation based formulation of the oscillatory finite Hilbert transforms
S Zaman, F Nawaz, S Khan, Zaheer-ud-Din
Engineering Analysis with Boundary Elements 140, 348-355, 2022
12022
Radial Basis Function Collocation Methods for Oscillatory Integral Equations
Zaheer-ud-Din
PQDT-Global, 2021
12021
RBF Solution Method for 1D Oscillatory Fredholm Integral Equations Having Kernel Function Free-of-Stationary-Points
Zaheer-ud-Din
Mathematical Physics, 284-292, 2018
1*2018
Meshless procedure for highly oscillatory kernel based one-dimensional Volterra integral equations
Zaheer-ud-Din
Journal of Computational and Applied Mathematics, 114360, 2022
2022
Kernel-Based Meshless Approximation of One-Dimensional Oscillatory Fredholm Integral Equations
Zaheer-ud-Din, Siraj-ul-Islam
FILOMAT 33 (17), 5743-5753, 2019
2019
Meshless methods for one-dimensional oscillatory Fredholm integral equations
Zaheer-ud-Din
APPLIED MATHEMATICS AND COMPUTATION 324, 156-173, 2018
2018
Oscillatory discontinuous kernel based meshless technique of Fredholm integral equation
Zaheer-ud-Din
2018 International Conference on Applied and Engineering Mathematics, 53-55, 2018
2018
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Articles 1–14