| 1 | Comparative study of point matching method with spectral method on numerical solution electromagnetic problems | Mahmoud Behroozifar | International Journal of Computational Science and Engineering | 2023 |
| 2 | Comparative study of point matching method with spectral method on numerical solution electromagnetic problems | Mahmoud Behroozifar | International Journal of Computational Science and Engineering | 2023 |
| 3 | Approximating the matrix exponential, sine and cosine via the spectral method | Arezo Shakeri, Mahmoud Behroozifar | International Journal of Nonlinear Analysis and Applications | 2023 |
| 4 | Comparative study of point matching method with spectral method on numerical solution electromagnetic problems | Mahmoud Behroozifar | International Journal of Computational Science and Engineering | 2023 |
| 5 | Approximating the matrix exponential, sine and cosine via the spectral method | Arezo Shakeri, Mahmoud Behroozifar | International Journal of Nonlinear Analysis and Applications | 2023 |
| 6 | Comparative study of point matching method with spectral method on numerical solution electromagnetic problems | Mahmoud Behroozifar | International Journal of Computational Science and Engineering | 2023 |
| 7 | Approximating the matrix exponential, sine and cosine via the spectral method | Arezo Shakeri, Mahmoud Behroozifar | International Journal of Nonlinear Analysis and Applications | 2023 |
| 8 | Approximating the matrix exponential, sine and cosine via the spectral method | Arezo Shakeri, Mahmoud Behroozifar | International Journal of Nonlinear Analysis and Applications | 2023 |
| 9 | Comparative study of point matching method with spectral method on numerical solution electromagnetic problems | Mahmoud Behroozifar | International Journal of Computational Science and Engineering | 2023 |
| 10 | Approximating the matrix exponential, sine and cosine via the spectral method | Arezo Shakeri, Mahmoud Behroozifar | International Journal of Nonlinear Analysis and Applications | 2023 |
| 11 | Approximating the matrix exponential, sine and cosine via the spectral method | Arezo Shakeri, Mahmoud Behroozifar | International Journal of Nonlinear Analysis and Applications | 2023 |
| 12 | Comparative study of point matching method with spectral method on numerical solution electromagnetic problems | Mahmoud Behroozifar | International Journal of Computational Science and Engineering | 2023 |
| 13 | Numerical Solution of Two and Three-Dimensional Fractional Heat Conduction Equations via Bernstein Polynomials | Maede Gholizade gangeraj, Mohsen Alipour, Mahmoud Behroozifar | COMPUTATIONAL MATHEMATICS AND MATHEMATICAL PHYSICS | 2022 |
| 14 | Numerical Solution of Two and Three-Dimensional Fractional Heat Conduction Equations via Bernstein Polynomials | Maede Gholizade gangeraj, Mohsen Alipour, Mahmoud Behroozifar | COMPUTATIONAL MATHEMATICS AND MATHEMATICAL PHYSICS | 2022 |
| 15 | Numerical Solution of Two and Three-Dimensional Fractional Heat Conduction Equations via Bernstein Polynomials | Maede Gholizade gangeraj, Mohsen Alipour, Mahmoud Behroozifar | COMPUTATIONAL MATHEMATICS AND MATHEMATICAL PHYSICS | 2022 |
| 16 | Numerical Solution of Two and Three-Dimensional Fractional Heat Conduction Equations via Bernstein Polynomials | Maede Gholizade gangeraj, Mohsen Alipour, Mahmoud Behroozifar | COMPUTATIONAL MATHEMATICS AND MATHEMATICAL PHYSICS | 2022 |
| 17 | Numerical Solution of Two and Three-Dimensional Fractional Heat Conduction Equations via Bernstein Polynomials | Maede Gholizade gangeraj, Mohsen Alipour, Mahmoud Behroozifar | COMPUTATIONAL MATHEMATICS AND MATHEMATICAL PHYSICS | 2022 |
| 18 | Numerical Solution of Two and Three-Dimensional Fractional Heat Conduction Equations via Bernstein Polynomials | Maede Gholizade gangeraj, Mohsen Alipour, Mahmoud Behroozifar | COMPUTATIONAL MATHEMATICS AND MATHEMATICAL PHYSICS | 2022 |
| 19 | Choquet integration by Simpson's rule with application in Hellinger distance | Hamzeh Agahi, Mahmoud Behroozifar | SOFT COMPUTING | 2020 |
| 20 | Choquet integration by Simpson's rule with application in Hellinger distance | Hamzeh Agahi, Mahmoud Behroozifar | SOFT COMPUTING | 2020 |
