Takip et
Muhammad Ahsan
Muhammad Ahsan
Department of Mathematics, University of Swabi
uoswabi.edu.pk üzerinde doğrulanmış e-posta adresine sahip - Ana Sayfa
Başlık
Alıntı yapanlar
Alıntı yapanlar
Yıl
A numerical Haar wavelet-finite difference hybrid method for linear and non-linear Schrödinger equation
M Ahsan, I Ahmad, M Ahmad, I Hussian
Mathematics and Computers in Simulation 165, 13-25, 2019
472019
Dynamical analysis of the transmission of dengue fever via Caputo-Fabrizio fractional derivative
S Boulaaras, R Jan, A Khan, M Ahsan
Chaos, Solitons & Fractals: X 8, 100072, 2022
452022
Applications of Haar Wavelet-Finite Difference Hybrid Method and Its Convergence for Hyperbolic Nonlinear Schrödinger Equation with Energy and Mass Conversion
X Liu, M Ahsan, M Ahmad, M Nisar, X Liu, I Ahmad, H Ahmad
Energies 14 (23), 7831, 2021
392021
Birthmark based identification of software piracy using Haar wavelet
S Nazir, S Shahzad, R Wirza, R Amin, M Ahsan, N Mukhtar, ...
Mathematics and Computers in Simulation 166, 144-154, 2019
352019
Haar wavelets multi-resolution collocation analysis of unsteady inverse heat problems
M Ahsan, Siraj-ul-Islam, I Hussain
Inverse Problems in Science and Engineering 27 (11), 1498-1520, 2019
352019
Numerical simulation of PDEs by local meshless differential quadrature collocation method
I Ahmad, M Ahsan, I Hussain, P Kumam, W Kumam
Symmetry 11 (3), 394, 2019
332019
An efficient local formulation for time–dependent PDEs
I Ahmad, M Ahsan, Z Din, A Masood, P Kumam
Mathematics 7 (3), 216, 2019
332019
A multi-resolution collocation procedure for time-dependent inverse heat problems
M Ahsan, I Hussian
International Journal of Thermal Sciences 128, 160-174, 2018
332018
A Haar wavelet-based scheme for finding the control parameter in nonlinear inverse heat conduction equation
M Ahsan, S Lin, M Ahmad, M Nisar, I Ahmad, H Ahmed, X Liu
Open Physics 19 (1), 722-734, 2021
302021
A Haar wavelet multi-resolution collocation method for singularly perturbed differential equations with integral boundary conditions
M Ahsan, M Bohner, A Ullah, AA Khan, S Ahmad
Mathematics and Computers in Simulation 204, 166-180, 2023
282023
Haar wavelets multi-resolution collocation procedures for two-dimensional nonlinear Schrödinger equation
X Liu, M Ahsan, M Ahmad, I Hussian, MM Alqarni, EE Mahmoud
Alexandria Engineering Journal 60 (3), 3057-3071, 2021
242021
Meshless analysis of nonlocal boundary value problems in anisotropic and inhomogeneous media
M Ahsan, M Ahmad, W Khan, EE Mahmoud, AH Abdel-Aty
Mathematics 8 (11), 2045, 2020
212020
A finite-difference and Haar wavelets hybrid collocation technique for non-linear inverse Cauchy problems
M Ahsan, I Hussain, M Ahmad
Applied Mathematics in Science and Engineering 30 (1), 121-140, 2022
202022
A multiresolution collocation method and its convergence for Burgers' type equations.
M Ahsan, T Tran, Siraj-ul-Islam, I Hussain
Mathematical Methods in the Applied Sciences, 2022
192022
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
162022
A Haar wavelets based approximation for nonlinear inverse problems influenced by unknown heat source
M Ahsan, KS Haq, X Liu, SA Lone, M Nisar
Mathematical methods in the applied sciences, 2022
132022
A modified algorithm based on Haar wavelets for the numerical simulation of interface models
G Rana, M Asif, N Haider, R Bilal, M Ahsan, Q Al-Mdallal, F Jarad
Journal of function Spaces 2022 (1), 1541486, 2022
122022
A high-order reliable and efficient Haar wavelet collocation method for nonlinear problems with two point-integral boundary conditions
M Ahsan, W Lei, AA Khan, A Ullah, S Ahmad, SU Arifeen, Z Uddin, H Qu
Alexandria Engineering Journal 71, 185-200, 2023
112023
The Haar wavelets based numerical solution of Reccati equation with integral boundary condition
M Ahsan, AA Khan, S Dinibutun, I Ahmad, H Ahmad, N Jarasthitikulchai, ...
Thermal Science 27 (Spec. issue 1), 93-100, 2023
112023
Numerical solution of Schrödinger equation by Crank–Nicolson method
A Khan, M Ahsan, E Bonyah, R Jan, M Nisar, AH Abdel-Aty, IS Yahia
Mathematical Problems in Engineering 2022 (1), 6991067, 2022
102022
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