CV


FA
Mohammad Ilati

Mohammad Ilati

Associate Professor

College: Faculty of Basic Sciences

CV
FA
Mohammad Ilati

Associate Professor Mohammad Ilati

College: Faculty of Basic Sciences


Associate Professor of the Department of Applied Mathematics,

Faculty of Basic Sciences,

Sahand University of Technology,

Tabriz,  Iran.


Email:
ilati@sut.ac.ir

Phone: +98 4133459040


Fields of Interest:

Numerical methods for solving Partial Differential Equations (PDEs)

Meshless methods for solving PDEs

Finite Elements Method

Numerical solution of Fractional PDEs


 

My affiliation


Department of Applied Mathematics,

Faculty of Basic Sciences,

Sahand University of Technology,

Tabriz, Iran.


 

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Papers in Journals

#Paper TitleAuthorsJournalPublished At
 
1A local meshless method for numerical simulation of dendritic crystal growthMohammad IlatiMathematical Researches2023
2A Radial Basis Function-Hermite Finite Difference Method for the Two-Dimensional Distributed-Order Time-Fractional Cable EquationMajid Haghi, Mohammad IlatiMathematical Methods in the Applied Sciences2025-01-23
3A local radial basis function-compact finite difference method for Sobolev equation arising from fluid dynamicsMohammad IlatiEngineering Analysis with Boundary Elements2024
4Fourth-order exponential time differencing Runge–Kutta scheme and local meshless method to investigate unsteady diffusion–convection problems of anisotropic functionally graded materialsMohammad Ilati - Mostafa AbbaszadehInternational Journal of Computer Mathematics2024
5A radial basis function-Hermite finite difference (RBF-HFD) method for the cubic-quintic complex Ginzburg–Landau equationMajid Haghi - Mohammad Ilati - Mehdi DehghanComputational and Applied Mathematics2023
6A fourth order compact difference method for the nonlinear time fractional fourth order reaction–diffusion equationMajid Haghi - Mohammad Ilati - Mehdi DehghanEngineering with Computers2023
7A local meshless method for solving multi-dimensional Galilei invariant fractional advection–diffusion equationSamira Eslami - Mohammad Ilati - Mehdi DehghanEngineering Analysis with Boundary Elements2022
8Analysis and application of the interpolating element-free Galerkin method for extended Fisher–Kolmogorov equation which arises in brain tumor dynamics modelingMohammad IlatiNumerical Algorithms2020
9DMLPG method for specifying a control function in two-dimensional parabolic inverse PDEsMohammad IlatiComputers & Mathematics with Applications2020
10A meshless local moving Kriging method for solving Ginzburg-Landau equation on irregular domainsMohammad IlatiThe European Physical Journal Plus2020
11DMLPG method for numerical simulation of soliton collisions in multi-dimensional coupled damped nonlinear Schrödinger system which arises from Bose-Einstein condensatesMohammad Ilati - Mehdi DehghanApplied Mathematics and Computation2019
12Error analysis of a meshless weak form method based on radial point interpolation technique for Sivashinsky equation arising in the alloy solidification problemMohammad Ilati - Mehdi DehghanJournal of Computational and Applied Mathematics2018
13Direct local boundary integral equation method for numerical solution of extended Fisher–Kolmogorov equationMohammad Ilati - Mehdi DehghanEngineering with Computers2018
14Application of direct meshless local Petrov–Galerkin (DMLPG) method for some Turing-type modelsMohammad Ilati - Mehdi DehghanEngineering with Computers2017
15Remediation of contaminated groundwater by meshless local weak formsMohammad Ilati - Mehdi DehghanComputers & Mathematics with Applications2016
16An interactive algorithm for solving multiobjective optimization problems based on a general scalarization techniqueMehrdad Ghaznavi - Mohammad Ilati - Esmaile KhorramIranian journal of numerical analysis and optimization2016
17The use of radial basis functions (RBFs) collocation and RBF-QR methods for solving the coupled nonlinear sine-gordon equationsMohammad Ilati - Mehdi DehghanEngineering Analysis with Boundary Elements2015
18Meshless local weak form method based on a combined basis function for numerical investigation of Brusselator model and spike dynamics in the Gierer-Meinhardt systemMohammad Ilati - Mehdi DehghanComputer Modeling in Engineering & Sciences2015
Showing 1-18 of 18 items.