EHSAN ALLAH BANIFATEMI
Assistant Professor
Department of Mathematics and Computer Science
(Emeritus)
Department of Mathematics and Computer Science
(Emeritus)
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h-index (Scopus):
1
Citations (Scopus):
40
Supervised MSc Theses
#
Thesis title
By
Date
1
Strongly Proper Efficient Solutions : Efficient Solutions with bounded Trade-Offs
Hamed Sharifpour & Ehsan Allah Banifatemi
September 2018
2
Characterizing ?-properly efficient solutions
Pouya Aghaei Pour & Ehsan Allah Banifatemi
June 2018
3
Modified Benders Decomposition For MIP
Mohammadnasir Yar Ahmadi & Ehsan Allah Banifatemi
February 2018
4
Natural gas transportation network under uncertainty
Shirin Fath Alizadeh Kalkhoran & Ehsan Allah Banifatemi
February 2018
5
Development of infrastructure networks for AFV
Azin Khaleghi & Ehsan Allah Banifatemi
February 2018
6
Hybridizes column generation and decomposition method for production planning
Fatemeh Rabie Kashanaki & Ehsan Allah Banifatemi
February 2018
7
algorithmic architecture
Ali Kheirkhah Gheh & Ehsan Allah Banifatemi
February 2017
8
Pricing American options under stochastic volatility with nonsmooth payoffs.
Mohammad Sarabi Aghdam & Ehsan Allah Banifatemi
February 2017
9
Optimal preconditioners for different functions of matrices.
Elahe Bolourchian & Ehsan Allah Banifatemi
October 2016
10
robot motion planning based on minimalism approach
Fariba Arabi Eski Kand & Ehsan Allah Banifatemi
September 2016
11
The Solution of Boussinesq Partial Differential Equations by The Method of Lines
Morteza Noroozi & Ehsan Allah Banifatemi
February 2016
12
The Numerical Solution of Stefan Problem via Meshless Techniques
Mahboubeh Najafi & Ehsan Allah Banifatemi
February 2016
13
The Use of Symbolic Computation for Solving some Partial Differential Equations
Elham Soufiani & Ehsan Allah Banifatemi
November 2015
14
Block boundary value method for the numerical solution of time_dependent partial differential equations
Farkhonde Sharifi & Ehsan Allah Banifatemi
September 2015
15
Compact finite difference method for the numerical solution of the fractional partial differential equations
Mansour Safarpour & Ehsan Allah Banifatemi
September 2015
16
Algorihms for computing the matrix pth root.
Ehsan Varghaee & Ehsan Allah Banifatemi
August 2015
17
The use of radial basis functions for the numerical solution of system of time-dependent partial differential equations
Vahid Mohammadi & Ehsan Allah Banifatemi
February 2015
18
Meshless methods for the numerical solution of the stochastic partial differential equations
Mohammad Shirzadi & Ehsan Allah Banifatemi
February 2015
19
Iterative techniques for sparse systems of linear equations with a coefficient matrix of symmetric positive definite type
Reza Mohammadi Arani & Ehsan Allah Banifatemi
February 2015
20
The numerical solution of high-order boundary value problems
Jahangir Alizadeh & Ehsan Allah Banifatemi
October 2014
21
The numerical solution of Benjamin parial differrntial equation via the spectral methods.
Tahereh Molaee & Ehsan Allah Banifatemi
October 2014
22
Numerical solutions for tumor and cellular immune system interactions in cancer
Reihane Cheraghi & Ehsan Allah Banifatemi
October 2014
23
The numerical solution of Maxwells equations using the meshless methods
Mina Haghjoo Saniji & Ehsan Allah Banifatemi
October 2014
24
Robust Network flow Optimization and its application in transportation
Fateme Yazdanifar & Ehsan Allah Banifatemi
January 2014
25
solving the( n,1,1,alpha) center problem in two dimension
Pardis Kavand & Ehsan Allah Banifatemi
October 2013
26
Network interdiction problem ,Theory,Algorithms and Application ،
Fateme Aghababaei & Ehsan Allah Banifatemi
October 2013
27
The Conditional Value-at-Risk approach in stochastic network optimization
Azadeh Bahmaninezhad & Ehsan Allah Banifatemi
October 2013
28
The vehicle routing VRP in product distribution system
Kamran Yahyaie & Ehsan Allah Banifatemi
January 2013
29
The newton -HSS method for solving systems for nonlinear equations
Majid Haghi & Ehsan Allah Banifatemi
November 2012
30
Operational scheduling of petraleum products via pipeline
Neda Beheshti Asl & Ehsan Allah Banifatemi
November 2012
31
Solving large- scale least squares semidefinite programming
Fateme Babaee & Ehsan Allah Banifatemi
November 2012
32
Local RBF based differentional quadrature LRBFDQ method for numerical solution of ordinary
Ahmad Nikpourahmadi & Ehsan Allah Banifatemi
January 2012
33
Constraint preconditioning for solving nonsymetric indefinite linear systems and its application
Fatemeh Abdi & Ehsan Allah Banifatemi
September 2011
Books
#
Title
Author(s)
Publisher country
publication date
version
Portal Records
1
Ordinary Differential Equations-Part 1
Ehsan Allah Banifatemi, A.Tehranchi , E. Nazari
Iran (Islamic Republic of)
March 2012
1
2
Ordinary Differential Equations-part 2
E.Aminifar , Ehsan Allah Banifatemi, A. Parsian
Iran (Islamic Republic of)
April 2012
1
Journal Papers
Portal Records
1
Ehsan Allah Banifatemi, [en-name N/A], Sohrabali Yoosefi, "Two-dimensional Legendre wavelets method for the mixed Volterra-Fredholm integral equations", , September 2007
Vol. ,
Num. 13,
Page 0-0,
September 2007,
2
Sohrabali Yoosefi, Ehsan Allah Banifatemi, "Numerical Solution of Fredholm Integral Equations by Using CAS Wavelets", , December 2006
Vol. ,
Num. 183,
Page 0-0,
December 2006,
Conference Papers
Portal Records
1
S.Ali Mirhassani, Neda Beheshti Asl, Ehsan Allah Banifatemi, "Scheduling Multi-Product Petroleum Pipeline by Heuristic Algorithm ", 9th International Industrial Engineering Conference, January 2013
2
Ehsan Allah Banifatemi, "Numerical solution the fredholm integral equations by using CAS wavelets ", , September 2009
3
[en-name N/A], Ehsan Allah Banifatemi, "Numerical solution of nonlinear ODEs and PDEs by using multiwavelet ", , June 2007
4
Ehsan Allah Banifatemi, "Legendre scaling function for solving of generalized emden- fowler equations ", , September 2006
Taught Courses
#
Course title
Description
Headlines
Date
1
Differential Equations
Many laws governing natural phenomena are relations (equations) involving rates at which things happen (derivatives). Equations containing derivatives are differential equations
Spring 2023
2
Differential Equations
Many laws governing natural phenomena are relations (equations) involving rates at which things happen (derivatives). Equations containing derivatives are differential equations
Spring 2023
3
Differential Equations
Many laws governing natural phenomena are relations (equations) involving rates at which things happen (derivatives). Equations containing derivatives are differential equations
Spring 2023
4
Differential Equations
Many laws governing natural phenomena are relations (equations) involving rates at which things happen (derivatives). Equations containing derivatives are differential equations
Spring 2023
5
Differential Equations
Many laws governing natural phenomena are relations (equations) involving rates at which things happen (derivatives). Equations containing derivatives are differential equations
Fall 2022
6
Differential Equations
Many laws governing natural phenomena are relations (equations) involving rates at which things happen (derivatives). Equations containing derivatives are differential equations
Fall 2022
7
Differential Equations
Many laws governing natural phenomena are relations (equations) involving rates at which things happen (derivatives). Equations containing derivatives are differential equations
Fall 2022
8
Differential Equations
Many laws governing natural phenomena are relations (equations) involving rates at which things happen (derivatives). Equations containing derivatives are differential equations
Spring 2022
9
Differential Equations
Many laws governing natural phenomena are relations (equations) involving rates at which things happen (derivatives). Equations containing derivatives are differential equations
Spring 2022