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Maryam Mohammadi
Maryam Mohammadi
University of Padova (Padova, Italy), Kharazmi University (Tehran, Iran)
Verified email at unipd.it - Homepage
Title
Cited by
Cited by
Year
Solving the generalized regularized long wave equation on the basis of a reproducing kernel space
M Mohammadi, R Mokhtari
Journal of Computational and Applied Mathematics 235 (14), 4003-4014, 2011
1262011
Numerical solution of GRLW equation using Sinc-collocation method
R Mokhtari, M Mohammadi
Computer Physics Communications 181 (7), 1266-1274, 2010
1032010
A Galerkin-reproducing kernel method: Application to the 2D nonlinear coupled Burgers' equations
M Mohammadi, R Mokhtari, H Panahipour
Engineering Analysis with Boundary Elements 37 (12), 1642-1652, 2013
452013
A reproducing kernel method for solving a class of nonlinear systems of PDEs
M Mohammadi, R Mokhtari
Mathematical Modelling and Analysis 19 (2), 180-198, 2014
352014
A meshless method for solving the 2D Brusselator reaction-diffusion system
M Mohammadi, R Mokhtari, R Schaback
Comput. Model. Eng. Sci 101 (2), 113-138, 2014
322014
Some remarks on the variational iteration method
R Mokhtari, M Mohammadi
International Journal of Nonlinear Sciences and Numerical Simulation 10 (1 …, 2009
302009
Radial basis functions method for solving the fractional diffusion equations
FS Zafarghandi, M Mohammadi, E Babolian, S Javadi
Applied Mathematics and Computation 342, 224-246, 2019
242019
A local reproducing kernel method accompanied by some different edge improvement techniques: application to the Burgers’ equation
M Mohammadi, F Saberi Zafarghandi, E Babolian, S Jvadi
Iranian Journal of Science and Technology, Transactions A: Science 42, 857-871, 2018
212018
Reproducing kernel method for solving nonlinear differential-difference equations
R Mokhtari, F Toutian Isfahani, M Mohammadi
Abstract and Applied Analysis 2012, 2012
172012
Solving an inverse problem for a parabolic equation with a nonlocal boundary condition in the reproducing kernel space
M Mohammadi, R Mokhtari, FT Isfahani
IRANIAN JOURNAL OF NUMERICAL ANALYSIS AND OPTIMIZATION 4 (1), 57-76, 2014
152014
Local variably scaled Newton basis functions collocation method for solving Burgers’ equation
H Nojavan, S Abbasbandy, M Mohammadi
Applied Mathematics and Computation 330, 23-41, 2018
132018
On the fractional derivatives of radial basis functions
M Mohammadi, R Schaback
arXiv preprint arXiv:1612.07563, 2016
132016
Numerical approximations for the Riesz space fractional advection-dispersion equations via radial basis functions
FS Zafarghandi, M Mohammadi
Applied Numerical Mathematics 144, 59-82, 2019
122019
Solving two parabolic inverse problems with a nonlocal boundary condition in the reproducing kernel space.
M Mohammadi, M Reza, P Hamid
Applied and Computational Mathematics an International Journal, 2014
122014
New exact solutions to a class of coupled nonlinear PDEs
R Mokhtari, M Mohammadi
International Journal of Nonlinear Sciences and Numerical Simulation 10 (6 …, 2009
122009
A new algorithm for solving one-dimensional Schrodinger equations in the reproducing kernel space
M Mohammadi, R Mokhtari
IRANIAN JOURNAL OF SCIENCE AND TECHNOLOGY TRANSACTION A-SCIENCE 37 (4), 513-526, 2013
112013
Numerical solution of some initial optimal control problems using the reproducing kernel Hilbert space technique
F Toutian Isfahani, R Mokhtari, GB Loghmani, M Mohammadi
International Journal of Control 93 (6), 1345-1352, 2020
102020
A localized Newton basis functions meshless method for the numerical solution of the 2D nonlinear coupled Burgers’ equations
FS Zafarghandi, M Mohammadi, E Babolian, S Javadi
International Journal of Numerical Methods for Heat & Fluid Flow 27 (11 …, 2017
92017
A shape preserving quasi-interpolation operator based on a new transcendental RBF
M Heidari, M Mohammadi, S De Marchi
Dolomites Research Notes on Approximation 14 (1), 56-73, 2021
62021
Fragile watermarking for image authentication using QR factorization and Fourier transform
F Nejati, H Sajedi, M Mohammadi
2019 5th international conference on web research (ICWR), 45-49, 2019
62019
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