Mahmoud Behroozifar

Mahmoud Behroozifar

محمود بهروزی فر
Email:  m_behroozifar[at]nit.ac.ir

Assistant Professor

Address: 
Department of Mathematics, Faculty of Basic Science, Babol Noshirvani University of Technology, Babol – Iran
 
Qualifications
B.Sc. :University of Mazandaran, Babolsar, Iran, in Applied Mathematics,  2000-2004.

M.Sc. :Sharif University of Technology, Tehran, Iran, in Applied Mathematics (Optimization-Interior point method)2004-2007.

Ph.D. :Shahid Beheshti university, Tehran, Iran, in Applied Mathematics (Numerical Analysis),  2007-2011.
 
Research Interests
  • Numerical solution of ordinary differential equations 
  • Numerical solution of partial differential equations 
  • Numerical solution of fractional differential equations 
  • Numerical solution of optimal control problems 
  • Numerical solution of integral  equations 
  • Wavelet transform
 
Honors and Awards
 
Previous and Present Positions
 
Professional Membership
 
Teaching Experiences
 
Publications


1) S. A. Yousefi, M. Behroozifar, Operational matrices of Bernstein polynomials and their applications, International Journal of Systems science 41, (2010) 709–716.

2) S. A. Yousefi, Z. Barikbin, M. Behroozifar, Bernstein Ritz-Galerkin Method for Solving the Damped Generalized Regularized Long-Wave (DGRLW) Equation, International Journal of Nonlinear Science 9, (2010)  151-158.


3) S. A. Yousefi, M. Behroozifar, Mehdi Dehghan, The operational matrices of Bernstein polynomials for solving the parabolic equation subject to specification of mass, Journal of Computational and Applied Mathematics 235 (2011) 5272–5283.


4) S. A Yousefi, M. Behroozifar, Mehdi Dehghan, Numerical solution of the nonlinear age-structured population models by using the operational matrices of Bernstein polynomialsApplied Mathematical Modelling, 36, (2012)  945–963.


5) M. Behroozifar, S.A. Yousefi, Numerical solution of delay differential equations via operational matrices of hybrid of block-pulse functions and Bernstein polynomials, Computational Methods for Differential Equations, 1, (2013), 78-95.


6) M. BehroozifarS. A. Yousefi and A. Ranjbar n.  Numerical solution of optimal control of time-varying singular systems via operational matrices, IJE Transactions A: Basics  27, (2014) 523-532.

7) M. Behroozifar, Spectral method for solving high order nonlinear boundary value problems via operational matricesBIT Numerical Mathematics, 55,  (2015) 901–925.

8) M. Behroozifar, F. Ahmadpour, Comparative study on solving fractional differential equations via shifted Jacobi collocation method, Bulletin of the Iranian Mathematical Society, In press, 2017.

9) M. Behroozifar, Computational method for one-dimensional heat equation subject to nonlocal conditions, 

International Journal of Computing Science and Mathematics, In press, 2017.


10) M Behroozifar, A Sazmand,  An approximate solution based on Jacobi polynomials for time-fractional convection–diffusion equation296, ( 2017) 1–17.


 
Supervised Dissertations and Theses
 
Research Projects
 
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