1. Garshasbi, M. and J. Sharafi, 2023. On the numerical solution of a class of variable coefficients parabolic moving boundary problems. J. Appl. Math. Comput., 69: 2509-2530.
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2. Ghafari, S., E.N. Lay and M. Garshasbi, 2022. Development of a dimensionless and dynamic model of the three-phase trickle bed reactor in light naphtha isomerization process: Effects of axial mass dispersion and liquid-solid mass transfer on isomers concentration. Int. J. Chem. Reactor Eng., 21: 109-128.
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3. Garshasbi, M. and S.M. Bagomghaleh, 2022. On a moving boundary problem associated with the swelling drug release platforms. Int. J. Comput. Math., 99: 2499-2523.
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4. Garshasbi, M. and S.M. Bagomghaleh, 2022. Investigation of a drug release moving boundary problem in a swelling polymeric device. Int. J. Appl. Comput. Math., Vol. 8. 10.1007/s40819-022-01281-w.
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5. Garshasbi, M., T. Nikazad and F. Sanaei, 2021. Development of a computational approach for a space-time fractional moving boundary problem arising from drug release systems. Comp. Appl. Math., Vol. 40. 10.1007/s40314-021-01474-x.
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6. Garshasbi, M. and F. Sanaei, 2021. A variable time-step method for a space fractional diffusion moving boundary problem: An application to planar drug release devices. Int. J. Numer. Modell., Vol. 34. 10.1002/jnm.2852.
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7. Garshasbi, M. and S.M. Bagomghaleh, 2020. An iterative approach to solve a nonlinear moving boundary problem describing the solvent diffusion within glassy polymers. Math Methods Appl. Sci., 43: 3754-3772.
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8. S. Toubaei, M. Garshasbi and P. Reihani, 2019. Boundary functions determination in an inverse time fractional heat conduction problem. Comput. Appl. Math., Vol. 38. 10.1007/s40314-019-0944-z.
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9. Garshasbi, M. and H.K. Gharibi, 2011. Investigation of the release of drug from a drug-delivery device. Proceedings of the International Conference on Mathematical and Computational Biology, April 12-14, 2011, Iran -.
10. Garshasbi1, M., J. Damirchi and P. Reihani, 2010. Parameter estimation in an inverse initial-boundary, value problem of heat equation. J. Adv. Res. Diff. Equa., 2: 49-60.
11. Garshasbi, M., M.B. Paskyabi, A.H. Hosseini and A. Ketabi, 2010. Development of some numerical techniques to estimate the pressure sensor's fault in an internal combustion engine. J. Adv. Res. Sci. Comput., 2: 14-21.
12. Garshasbi, M., 2010. Parameter estimation in an inverse heat transfere problem. Proceedings of the 5th International Confrerence Inverse problems:Modeling and Simulation, May 24-29 2010, Antalya, Turkey. -.
13. Garshasbi, M., 2010. An extension of variational iteration method to solve a class of nonlinear diffusion equations. Proceedings of the 23rd International Conference of Jangjeon Mathematical Society, February 8-10 2010, Shahid Chamran University, Ahvaz, Iran. -.
14. Garshasbi, M. and M. Koohi, 2010. Mathematical study of magnetic resonance imaging. Proceedings of the Process in Blood Vessels 41th Iranian Annual Mathematics Conference, September 12-15 2010, Urumia, Iran. -.
15. Garshasbi, M. and M. Komeili, 2010. Numerical investigation of brain tumor by FEM. Proceedings of the 41st Iranian Annual Mathematics Conference, September 12-15 2010, Urumia, Iran. -.
16. Garshasbi, M. and H.K. Khalafi, 2010. A modified series solution of a class of nonlinear helmholtz type equations. World Applied Sci. J., 11: 1307-1311.
17. Garshasbi, M. and H.K. Gharibi, 2010. Numerical investigation of a Stefan problem arises from the release of drug from drug-delivery device. Proceedings of the 41st Iranian Annual Mathematics Conference, September 12-15 2010, Urumia, Iran. -.
18. Shidfar, A., Z. Darooghehgimofrad and M.Garshasbi, 2009. Note on using radial basis functions and tikhonov regularization method to solve an inverse heat conduction problem. Eng. Ana. Boun. Elem., 33: 1236-1238.
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19. Shidfar, A., M. Alinejadmofrad and M. Garshasbi, 2009. A numerical procedure for estimation of the melt depth in laser material processing. Optics Laser Technol., 41`: 280-284.
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20. Shidfar, A. and M. Garshasbi, 2009. An alghorithm based on Adomian decomposition method for solving an special class on evolution equations. J. Non. Sci. Num. Simul., 14: 1146-1151.
21. Garshasbi, M., A. Shidfar and P. Reihani, 2009. A modification of variational iteration method for solving a class of nonlinear initial-boundary value problems. J. Adv. Res. Applied Math., 1: 35-44.
22. Nouria, K., M. Garshasbia and J. Damirchi, 2008. Application of adomian decomposition method to solve a class of diffusion problem arises during MRI. Math. Sci., 2: 207-218.
23. Nikpey, R., M. Garshasbi and J. Damirchi, 2008. Existence uniqueness of solution for diffusion problem in oil and gas reservoirs. Int. J. Contemp. Math. Sci., 3: 1379-1383.
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24. Shidfar, A. and M. Garshasbi, 2007. Mathematical modeling and numerical investigation of heat flux at the external surface of cylinder of an internal combustion engine. Int. J. Eng. Sci., 18: 31-34.
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25. Fakhraee, M., A. Shidfar and M. Garshasbi, 2007. A computational procedure for estimation of an unknown coefficient in an inverse boundary value problem. Applied Math. Comput., 187: 1120-1125.
26. M. Garshasbi and A. Shidfar, 2006. Estimation of an parameter in an inverse problem. Proceedings of the 37th Annual Iranian Mathematics, September 2-6 2006, Azarbaijan Tarbiat Moallem University, Iran, Tabriz. -.
27. Shidfar, A., M. Djalalvand and M. Garshasbi, 2005. A numerical scheme for solving special class of nonlinear diffusion-convection equation. Applied Math. Comput., 167: 1080-1089.
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28. Shidfar, A., A. Shahrezaee and M. Garshasbi, 2005. A method for solving an inverse biharmonic problem. J. Math. Anal. Appl., 302: 457-462.
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29. Shidfar, A. and M. Garshasbi, 2005. Numerical study of in cylinder pressure in an internal combustion engine. Applied Math. Comput., 165: 163-170.
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