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Dr. Mehdi Shahini

Applied Mathematics (Numerical Analysis)

Academic Rank: Assistant Professor

Level of Education : PhD

Faculty :Basic Sciences & Engineering

Group :Mathematics & Statistics

Biography

Educational Records
Degree B.Sc. M.Sc. Ph.D.
Field Applied Mathematics Computer Sciences Applied Mathematics (Numerical Analysis)
Institute Mazandaran University Shahid Beheshti University Amirkabir University of Technology
City Babolsar Tehran Tehran
Date 2006 2008 2014
Dissertation Title   Using Orthogonal Rational Functions to Solve Dynamical Systems Numerical Solution of Fractional Differential and Integral Equations Utilizing Rational Functions
Contact Information
Address: Department of Mathematics & Statistics, Facualty of Basic Sciences and Engineering, Gonbad Kavous University, Basirat Blvd., Shahid Fallahi Street, Gonbad Kavous, Golestan Province, Iran
Postcode: 4971799151
Phone: +989358801598
E-mail: mehdi.shahini@chmail.ir
mehdi.shahini@gonbad.ac.ir
Soroush App: http://sapp.ir/dr.shahini
Scientific IDs

Google Scholar     ORCID     ResearcherID     Scopus     ResearchGate

Journal Papers

No. Title Authors Pub. Date Journal Vol. (No.) Pages Publisher Link
1 Rational Chebyshev pseudospectral approach for solving Thomas-Fermi equation K. Parand,
M. Shahini
2009 Physics Letters A 373 210-213 Elsevier
۲ Rational Legendre pseudospectral approach for solving nonlinear differential equations of Lane-Emden type K. Parand,
M. Shahini,
M. Dehghan
2009 Journal of Computational Physics 228 8830-8840 Elsevier
۳ Comparison between rational Chebyshev and modified generalized Laguerre functions pseudospectral methods for solving Lane-Emden and unsteady gas equation K. Parand,
A. Taghavi,
M. Shahini
2009 Acta Physica Polonica B 40 (6) 1749-1763 Jagiellonian University
۴ Generalized Laguerre polynomials and rational Chebyshev collocation method for solving unsteady gas equation K. Parand,
M. Shahini,
A. Taghavi
2009 International Journal of Contemporary Mathematical Sciences 4 (21) 1005-1011 Hikari Ltd.
۵ Rational Chebyshev collocation method for solving nonlinear ordinary differential equations of Lane-Emden type K. Parand,
M. Shahini
2010 International Journal of Information and Systems Sciences 6 (1) 72-83 Institute for Scientific Computing and Information
۶ Solution of a laminar boundary layer flow via a numerical method K. Parand,
M. Shahini,
M. Dehghan
2010 Communications in Nonlinear Science and Numerical Simulation 15 360-367 Elsevier
۷ Rational approximations for solving differential equations of fractional order on semi-infinite interval M. Shahini,
H. Adibi
2014 Applied and Computational Mathematics 13 (3) 366-375 Azerbaijan National Academy of Sciences
۸ Rational pseudospectral approximation to the solution of a nonlinear integro-differential equation arising in modeling of the population growth M. Dehghan,
M. Shahini
2015 Applied Mathematical Modelling 39 (18) 5521-5530 Elsevier
۹ New basis for solving fractional order models on semi-infinite intervals M. Shahini,
H. Adibi
2016 Applied Mathematics & Information Sciences 10 (3) 1027-1033 Natural Sciences Publishing Cor.
۱۰ Transformed Legendre spectral method for solving infinite horizon optimal control problems M. Shahini,
M.A. Mehrpouya
2018 IMA Journal of Mathematical Control and Information     Oxford University Press

Publications

No. Article Title Authors Pub. Date Book Title Vol. Pages Publisher Link
1 New method for solving a nonlinear ordinary differential equation K. Parand,
M. Dehghan,
M. Shahini
2010 Nonlinear Functional Analysis and Applications 2   Nova Science Publishers, Inc.

Honours

  • Ranking number one among classmates, Department of Computer Sciences, Shahid Beheshti University, Tehran, Iran

Weekly Schedule

Weekly Schedule
8-10 10-12 12-13 13-15 15-17
Saturday Calculus 2
Room 11
Advanced Programming
Computer Site
Pray Time Calculus 2
Room 11
---
Sunday Calculus 2
Room 11
Advanced Programming
Computer Site
Pray Time Foundations of Combinations
Room 10
---
Monday Research Research Pray Time Research ---
Tuesday Foundations of Combinations
Room 10
Foundations of Numerical Analysis
Room 14
Pray Time Foundations of Numerical Analysis
Room 14
---
Wednesday Research Research Pray Time Research ---
Thursday --- --- --- --- ---

Courses Taught

Numerical Analysis   Nyumerical Linear Algebra   Numerical Computations   Discrete Mathematic
Combination Fundamentals   Operation Research   Computer Fundamentals and Algorithms   Advanced Programming
Data Structures   Calculus