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فارسی
Farshid Mirzaee

Farshid Mirzaee

Academic rank: Professor
ORCID: 0000-0002-1429-2548
Education: PhD.
ScopusId: 6508385954
HIndex: 34/00
Faculty: Mathematical Sciences and Statistics
Address: Faculty of Mathematical Sciences and Statistics, Department of Applied Mathematics, Malayer University, 4 Km Malayer-Arak Road, P. O. Box 65719-95863, Malayer, Iran.
Phone: +98 - 81 - 32457459
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Introduction

I was born on March 30, 1970, in Borujerd, Lorestan, Iran. I stayed there until the end of my high school education. I started my Bachelor of Science degree in mathematics in 1990 and graduated with distinction in1994 from Kharazmi University (Tarbiat Moallem University of Tehran), Tehran, Iran. Next year, I took part in the Iran University of Science and Technology (IUST) entrance examination and entered the Master of Science program in applied mathematics (numerical analysis). I conducted and defended my Master’s thesis under the supervision of Prof. Khosrow Maleknejad on June 21, 1997. I continued my studies in the same university as a top student and received my PhD degree in applied mathematics (numerical analysis) under the supervision of Prof. Khosrow Maleknejad on October 5, 2004. I joined the Department of Applied Mathematics, Malayer University, as an Assistant Professor on April 3, 2004, and was promoted to an Associate Professor and Professor position on November 22, 2014, and December 9, 2018, respectively. Email Address: fa_mirzaee@yahoo.com, far.mirzaee@gmail.com

Education

  • BSc. in Mathematics , Kharazmi University (Tarbiat Moallem University of Tehran) , Iran (1989 - 1994)
    Thesis title: -
  • PhD. in Applied Mathematics , Iran University of Science and Technology (IUST) , Iran (2001 - 2004)
    Thesis title: The numerical solution of integral equations using preconditioners and integral equations system using continuous piecewise orthogonal basic functions
  • MSc. in Applied Mathematics , Iran University of Science and Technology (IUST) , Iran (1995 - 1997)
    Thesis title: Conjugate gradient methods for solving lareg nonsymmetric linear systems
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Courses

Bachelor Of Science
Master Of Science
PHD

Research activities

Journal Papers
Meshless barycentric rational interpolation method for solving nonlinear stochastic fractional integro-differential equations Farshid Mirzaee (2024)
Enhanced moving least squares method for solving the stochastic fractional Volterra integro-differential equations of Hammerstein type Farshid Mirzaee (2024)
Accurate and stable numerical method based on the Floater-Hormann interpolation for stochastic It ˆo-Volterra integral equations Farshid Mirzaee (2023)
Heat kernel method for quintic and sextic equations in distributions and hyperfunctions Farshid Mirzaee, Hamid Khodaei (2023)
Approximate solution of two dimensional linear and nonlinear stochastic Itô–Volterra integral equations via meshless scheme Farshid Mirzaee (2023)
On two-dimensional weakly singular fractional partial integro-differential equations and dual Bernstein polynomials Khosro Sayevand, Farshid Mirzaee (2022)
Solution of time-fractional stochastic nonlinear sine-Gordon equation via finite difference and meshfree techniques Farshid Mirzaee (2022)
Stability problem for Pexiderized Cauchy-Jensen type functional equations of fuzzy number-valued mappings Farshid Mirzaee (2022)
Application of combination schemes based on radial basis functions and finite difference to solve stochastic coupled nonlinear time fractional sine-Gordon equations Farshid Mirzaee (2022)
Stability problem for Pexiderized Cauchy-Jensen type functional equations of fuzzy number-valued mappings Farshid Mirzaee, Hamid Khodaei (2022)
Approximate solution of stochastic Volterra integro-differential equations by using moving least squares scheme and spectral collocation method Farshid Mirzaee (2021)
Solving one-dimensional nonlinear stochastic Sine-Gordon equation with a new meshfree technique Farshid Mirzaee (2021)
Numerical solution of two-dimensional stochastic time-fractional Sine-Gordon equation on non-rectangular domains using finite difference and meshfree methods Farshid Mirzaee (2021)
Bicubic B-spline functions to solve linear two-dimensional weakly singular stochastic integral equation Farshid Mirzaee (2021)
Finite difference and spline approximation for solving fractional stochastic advection-diffusion equation Farshid Mirzaee, Khosro Sayevand (2021)
On convex-valued G-m-monomials with applications in stability theory Farshid Mirzaee (2021)
Quintic B-spline collocation method to solve n-dimensional stochastic Itô-Volterra integral equations Farshid Mirzaee (2021)
Moving least squares and spectral collocation method to approximate the solution of stochastic Volterra–Fredholm integral equations Farshid Mirzaee (2021)
Implicit meshless method to solve 2D fractional stochastic Tricomi‐type equation defined on irregular domain occurring in fractal transonic flow Farshid Mirzaee (2021)
A discrete collocation scheme to solve Fredholm integral equations of the second kind in high dimensions using radial kernels Farshid Mirzaee (2021)
Hybrid Taylor and block-pulse functions operational matrix algorithm and its application to obtain the approximate solution of stochastic evolution equation driven by fractional Brownian motion Farshid Mirzaee (2020)
Numerical solution of two-dimensional stochastic Fredholm integral equations on hypercube domains via meshfree approach Farshid Mirzaee (2020)
Combination of finite difference method and meshless method based on radial basis functions to solve fractional stochastic advection–diffusion equations Farshid Mirzaee (2020)
The couple of Hermite-based approach and Crank-Nicolson scheme to approximate the solution of two dimensional stochastic diffusion-wave equation of fractional order Farshid Mirzaee (2020)
Numerical solution of two dimensional stochastic Volterra–Fredholm integral equations via operational matrix method based on hat functions Farshid Mirzaee (2020)
Numerical solution of the spread of infectious diseases mathematical model based on shifted Bernstein polynomials Farshid Mirzaee (2020)
Extension of Darbo fixed-point theorem to illustrate existence of the solutions of some nonlinear functional stochastic integral equations Farshid Mirzaee (2020)
A hybrid approach of nonlinear partial mixed integro-differential equations of fractional order Farshid Mirzaee (2020)
An iterative algorithm for solving two dimensional nonlinear stochastic integral equations: A combined successive approximations method with bilinear spline interpolation Farshid Mirzaee (2020)
Cubic B-spline approximation for linear stochastic integro-differential equation of fractional order Farshid Mirzaee (2020)
Explicit representation of orthonormal Bernoulli polynomials and its application for solving Volterra–Fredholm–Hammerstein integral equations Farshid Mirzaee (2020)
Orthonormal Bernoulli polynomials collocation approach for solving stochastic Itô‐Volterra integral equations of Abel type Farshid Mirzaee (2020)
An efficient cubic B-spline and bicubic B-spline collocation method for numerical solutions of multidimensional nonlinear stochastic quadratic integral equations Farshid Mirzaee (2020)
Numerical solution of time fractional stochastic Korteweg–de Vries equation via implicit meshless approach Farshid Mirzaee (2019)
Haar wavelet method for series expansion of fractional Wiener integrals Farshid Mirzaee (2019)
Solving two-dimensional non-linear quadratic integral equations of fractional order via operational matrix method Farshid Mirzaee (2019)
Numerical scheme for solving singular fractional partial integro-differential equation via orthonormal Bernoulli polynomials Farshid Mirzaee (2019)
On the numerical method for solving a system of nonlinear fractional ordinary differential equations arising in HIV infection of CD4+T cells Farshid Mirzaee (2019)
Numerical solution of nonlinear partial quadratic integro‐differential equations of fractional order via hybrid of block‐pulse and parabolic functions Farshid Mirzaee (2019)
Application of Bernoulli wavelet method for estimating a solution of linear stochastic Itô-Volterra integral equations Farshid Mirzaee (2019)
Fractional‐order orthogonal Bernstein polynomials for numerical solution of nonlinear fractional partial Volterra integro‐differential equations Farshid Mirzaee (2019)
Numerical solution of two-dimensional weakly singular stochastic integral equations on non-rectangular domains via radial basis functions Farshid Mirzaee (2019)
Numerical solution of high order linear complex differential equations via complex operational matrix method Farshid Mirzaee (2019)
A numerical approach for solving weakly singular partial integro-differential equations via two-dimensional-orthonormal Bernstein polynomials with the convergence analysis Farshid Mirzaee (2019)
On the numerical solution of fractional stochastic integro-differential equations via meshless discrete collocation method based on radial basis functions Farshid Mirzaee (2019)
Numerical solution based on hybrid of block-pulse and parabolic functions for solving a system of nonlinear stochastic Ito-Volterra integral equations of fractional order Farshid Mirzaee (2019)
Numerical solution based on two-dimensional orthonormal Bernstein polynomials for solving some classes of two-dimensional nonlinear integral equations of fractional order Farshid Mirzaee (2019)
Convergence of 2D-orthonormal Bernstein collocation method for solving 2D-mixed Volterra–Fredholm integral equations Farshid Mirzaee (2018)
Application of hat basis functions for solving two-dimensional stochastic fractional integral equations Farshid Mirzaee (2018)
On the numerical solution of stochastic quadratic integral equations via operational matrix method Farshid Mirzaee (2018)
Using radial basis functions to solve two dimensional linear stochastic integral equations on non-rectangular domains Farshid Mirzaee (2018)
Approximate solution of nonlinear quadratic integral equations of fractional order via piecewise linear functions Farshid Mirzaee (2018)
Numerical solution of nonlinear stochastic Itˆo-Volterra integral equations driven by fractional Brownian motion Farshid Mirzaee (2018)
Euler polynomial solutions of nonlinear stochastic Itô-Volterra integral equations Farshid Mirzaee (2018)
Parameters estimation of HIV infection model of CD4+T cells by applying orthonormal Bernstein collocation method Farshid Mirzaee (2018)
Convergence of Legendre wavelet collocation method for solving nonlinear Stratonovich Volterra integral equations Farshid Mirzaee (2018)
Numerical solution of weakly singular Ito-Volterra integral equations via operational matrix method based on Euler polynomials Farshid Mirzaee (2018)
Stochastic operational matrix method for solving stochastic differential equation by a fractional Brownian motion Farshid Mirzaee (2017)
A new computational method for solving two-dimensional Stratonovich Volterra integral equation Farshid Mirzaee (2017)
A new collocation approach for solving systems of high-order linear Volterra integro-differential equations with variable coefficients Farshid Mirzaee (2017)
Radial basis functions method for solving three-dimensional linear Fredholm integral equations on the cubic domains Mohsen Esmaeilbeigi, Farshid Mirzaee (2017)
Numerical solution of optimal control problem of the non-linear Volterra integral equations via generalized hat functions Farshid Mirzaee (2017)
Application of operational matrices for solving system of linear Stratonovich Volterra integral equation Farshid Mirzaee (2017)
Using operational matrix for solving nonlinear class of mixed Volterra–Fredholm integral equations Farshid Mirzaee (2017)
A new scheme for solving nonlinear Stratonovich Volterra integral equations via Bernoulli’s approximation Farshid Mirzaee (2017)
Numerical solution of nonlinear Fredholm-Volterra integral equations via Bell polynomials Farshid Mirzaee (2017)
A new improved hat function for numerical solution of linear Fredholm integral equations Farshid Mirzaee (2017)
A meshfree method for solving multidimensional linear Fredholm integral equations on the hypercube domains Mohsen Esmaeilbeigi, Farshid Mirzaee (2017)
Application of orthonormal Bernstein polynomials to construct a efficient scheme for solving fractional stochastic integro-differential equation Farshid Mirzaee (2017)
Using operational matrix for numerical solution of fractional differential equations Farshid Mirzaee (2017)
Numerical method for solving optimal control problem of the linear differential systems with inequality constraints Farshid Mirzaee (2017)
Numerical solution of system of linear integral equations via improvement of block-pulse functions Farshid Mirzaee (2016)
A computational method for solving nonlinear stochastic Volterra integral equations Farshid Mirzaee (2016)
Three-dimensional triangular functions and their applications for solving nonlinear mixed Volterra–Fredholm integral equations Farshid Mirzaee (2016)
Approximation solution of nonlinear Stratonovich Volterra integral equations by applying modification of hat functions Farshid Mirzaee (2016)
Hybrid functions of Bernstein polynomials and block-pulse functions for solving optimal control of the nonlinear Volterra integral equations Farshid Mirzaee (2016)
A novel computing three-dimensional differential transform method for solving fuzzy partial differential equations Farshid Mirzaee (2016)
Application of two-dimensional hat functions for solving space-time integral equations Farshid Mirzaee (2016)
Numerical solution of Volterra–Fredholm integral equations via modification of hat functions Farshid Mirzaee (2016)
Bernoulli collocation method with residual correction for solving integral-algebraic equations Farshid Mirzaee (2016)
A uniformly convergent Euler matrix method for telegraph equations having constant coefficients Farshid Mirzaee (2016)
A numerical framework for solving high-order pantograph-delay Volterra integro-differential equations Farshid Mirzaee (2016)
Two steps Laplace decomposition algorithm for solving linear weakly singular fuzzy Volterra integral equations Farshid Mirzaee (2016)
Application of Fibonacci collocation method for solving Volterra–Fredholm integral equations Farshid Mirzaee (2016)
Numerical solution of linear stochastic Volterra-Fredholm integral equations via stochastic operational matrix of Bernoulli polynomials Farshid Mirzaee (2016)
A new complex-valued method and its applications in solving differential equations Farshid Mirzaee (2015)
Numerical approach for solving nonlinear stochastic It^o-Volterra integral equations using Fibonacci operational matrices Farshid Mirzaee (2015)
An efficient numerical approach for solving systems of high-order linear Volterra integral equations Farshid Mirzaee (2015)
Numerical solutions of systems of high-order Fredholm integro-differential equations using Euler polynomials Farshid Mirzaee (2015)
Solving nonlinear fractional integro-differential equations of Volterra type using novel mathematical matrices Farshid Mirzaee (2015)
Delta basis functions and their applications for solving two-dimensional linear Fredholm integral equations Farshid Mirzaee (2015)
Applying the modified block-pulse functions to solve the three-dimensional Volterra–Fredholm integral equations Farshid Mirzaee (2015)
Solving systems of high-order linear differential-difference equations via Euler matrix method Farshid Mirzaee (2015)
Numerical solution of two-dimensional fuzzy Fredholm integral equations of the second kind using triangular functions Farshid Mirzaee (2015)
Solving linear and nonlinear Abel fuzzy integral equations by homotopy analysis method Farshid Mirzaee (2015)
A computational method based on hybrid of Bernstein and block-pulse functions for solving linear fuzzy Fredholm integral equations system Farshid Mirzaee (2015)
Numerical solution of linear Fredholm integral equations via two-dimensional modification of hat functions Farshid Mirzaee (2015)
Numerical solution of some class of integro-differential equations by using Legendre-Bernstein basis Farshid Mirzaee (2014)
A collocation technique for solving nonlinear stochastic Itô–Volterra integral equations Farshid Mirzaee (2014)
Numerical solution of systems of differential equations arising from chemical reactions Farshid Mirzaee (2014)
Solving linear and nonlinear Abel fuzzy integral equations by fuzzy Laplace transforms Farshid Mirzaee (2014)
A new Euler matrix method for solving systems of linear Volterra integral equations with variable coefficients Farshid Mirzaee (2014)
Numerical solution for three-dimensional nonlinear mixed Volterra–Fredholm integral equations via three-dimensional block-pulse functions Farshid Mirzaee (2014)
A Fibonacci collocation method for solving a class of Fredholm–Volterra integral equations in two-dimensional spaces Farshid Mirzaee (2014)
Using modified two-dimensional block-pulse functions for the numerical solution of nonlinear two-dimensional Volterra integral equations Farshid Mirzaee (2014)
Numerical solution of Fredholm fuzzy integral equations of the second kind using hybrid of block-pulse functions and Taylor series Farshid Mirzaee (2014)
Numerical solution of nonlinear Hammerstein integral equations through Legendre-Bernstein basis Farshid Mirzaee (2014)
Application of triangular and delta basis functions to solve linear Fredholm fuzzy integral equation of the second kind Farshid Mirzaee (2014)
Solving systems of linear Fredholm integro-differential equations with Fibonacci polynomials Farshid Mirzaee (2014)
A computational method based on hybrid of block-pulse functions and Taylor series for solving two-dimensional nonlinear integral equations Farshid Mirzaee (2014)
Application of hat functions to solve linear Fredholm fuzzy integral equation of the second kind Farshid Mirzaee (2014)
Application of hybrid functions to nonlinear integral equations Farshid Mirzaee (2014)
Application of Euler matrix method for solving linear and a class of nonlinear Fredholm integro-differential equations Farshid Mirzaee (2014)
A sixth order method for solving nonlinear equations Farshid Mirzaee (2014)
A computational method for nonlinear mixed Volterra-Fredholm integral equations Farshid Mirzaee (2013)
A new approach to numerical solution of second-order linear hyperbolic partial differential equations arising from physics and engineering Farshid Mirzaee (2013)
Solving a class of nonlinear two-dimensional Volterra integral equations by using two-dimensional triangular orthogonal functions Farshid Mirzaee (2013)
Solving singularly perturbed differential-difference equations arising in science and engineering with Fibonacci polynomials Farshid Mirzaee (2013)
Numerical solution of nonlinear Volterra–Fredholm integral equations using hybrid of block-pulse functions and Taylor series Farshid Mirzaee (2013)
A collocation method to the solution of nonlinear Fredholm-Hammerstein integral and integro-differential equations Farshid Mirzaee (2013)
Collocation and RHFs method for solving nonlinear Volterra-Fredholm integro-differential equations Farshid Mirzaee (2013)
Several-step to obtain derivative-free iterative methods for solving nonlinear equations Farshid Mirzaee (2013)
Numerical solution of Fredholm fuzzy integral equations of the second kind via direct method using triangular functions Farshid Mirzaee (2012)
Modeling and simulation gas separation by membrane of poly dimethyl siloxane Farshid Mirzaee (2012)
Approximate solutions for mixed nonlinear Volterra–Fredholm type integral equations via modified block-pulse functions Farshid Mirzaee (2012)
A computational method for solving linear Volterra integral equations Farshid Mirzaee (2012)
Numerical solution for Volterra integral equations of the first kind via quadrature rule Farshid Mirzaee (2012)
A unique continuous solution for the Bagley-Torvik equation Farshid Mirzaee (2012)
Application of 2D-TFs to nonlinear two -dimensional Fredholm integral equations Farshid Mirzaee (2012)
Differential transform method for solving linear and nonlinear systems of ordinary differential equations Farshid Mirzaee (2011)
The RHFs for solution of nonlinear Fredholm integro-differential equations Farshid Mirzaee (2011)
Preconditioned conjugate gradient method for solving Fredholm integral equations of the first kind Farshid Mirzaee (2011)
Numerical solution of delay differential equations by differential transform method Farshid Mirzaee (2011)
The block by block method for the numerical solution of the nonlinear two-dimensional Volterra integral equations Farshid Mirzaee (2011)
Numerical solution of linear Fredholm integral equations via modified Simpson’s quadrature rule Farshid Mirzaee (2011)
Numerical computational solution of the linear Volterra integral equations system via rationalized Haar functions Farshid Mirzaee (2010)
Numerical solution of the linear two-dimensional Fredholm integral equations of the second kind via two-dimensional triangular orthogonal functions Farshid Mirzaee (2010)
Using Romberg's extrapolation on quadrature method for numerical solution linear Volterra integral equations Farshid Mirzaee (2010)
Numerical solution of integro-differential equations by using rationalized Haar functions method Farshid Mirzaee (2006)
Using rationalized Haar wavelet for solving linear integral equations Farshid Mirzaee (2005)
Numerical solution of stochastic linear heat conduction problem by using new algorithms Farshid Mirzaee (2005)
Solving linear integro-differential equations system by using rationalized Haar functions method Farshid Mirzaee (2004)
Numerical solution of linear Fredholm integral equations system by rationalized Haar functions method Farshid Mirzaee (2003)
Conference Papers
Accurate numerical method based on modified moving least squares for solving nonlinear quadratic integral equations Farshid Mirzaee (2023)
Single term Walsh functions series method for numerical solution system of linear Volterra integral equations of the second kind Farshid Mirzaee (2018)
Using collocation method for solving Volterra integral equations Farshid Mirzaee (2017)
Numerical solution of nonlinear integral equations using Laguerre polynomials Farshid Mirzaee (2017)
Collocation method and Laguerre polynomials for numerical solutions of pantograph equations Farshid Mirzaee (2017)
Laguerre polynomials and colloction method for numerical solutions of linear Volterra integral equation Farshid Mirzaee (2016)
Computations for finding solutions of Klein-Gordon equation of quantum field theory Farshid Mirzaee (2015)
An efficient numerical method for solving singularly perturbed delay differential equations Farshid Mirzaee (2015)
Numerical solution of Fredholm integral equations by using hybrid Bernstein and block-pulse functions Farshid Mirzaee (2013)
Existance and uniqueness solutions theory for nonlinear Volterra integral equation with dely Farshid Mirzaee (2013)
A study on Jumarie's derivative for nonlinear fractional differential equation Farshid Mirzaee (2012)
Numerical solution of Fredholm integral equations of the first kind by using PCG method Farshid Mirzaee (2009)
Graph software (version 4.3) to education the function and its application Farshid Mirzaee (2008)
Stieltjes polynomials and their relation to specific weight functions Farshid Mirzaee (2006)
Numerical solution of integtal equation of the second kind defined on the half line by using preconditioned conjugate gradient method Farshid Mirzaee (2003)
The composite step conjugate gradient methods for solving partial differential equations Farshid Mirzaee (2002)
Krylov subspace methods for solving integral equations and partial differential equations Farshid Mirzaee (2002)
Investigation for QMR method, conjugate gradient methods and solving Toeplitz representations and sparse systems of integral operators Farshid Mirzaee (1997)
Projects
Theses

Research interests

  • Numerical Analysis, Integral Equations, Stochastic Calculus
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Students

  • مینا موسوی کمازانی
    Name: Mina Mosavi Kamazani
    AcademicLevel: PHD
    Field: Applied Mathematics
    Thesis: In Progress
  • مهدیه حسنی
    Name: Mahdiyeh Hassani
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: In Progress
  • فائزه نظري سامان
    Name: Nazari Saman Faeazeh
    AcademicLevel: PHD
    Field: Applied Mathematics
    Thesis: In Progress
  • مينا موسوي كمازاني
    Name: Mosavi Kamazani Mina
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: َA study on integral equations and interpolation methods
  • فرشته خزايي
    Name: Khazaei Fareshteh
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Taylor collocation method for solving two-dimensional Voltterra integral equations
  • فاطمه ياري
    Name: Yari Fatemeh
    AcademicLevel: PHD
    Field: Applied Mathematics
    Thesis: In Progress
  • فاطمه محمدي
    Name: Mohammadi Fatemeh
    AcademicLevel: PHD
    Field: َApplied Mathematics
    Thesis: In Progress
  • سهيلا حاتمي شريف آبادي
    Name: Hatami Sharifabady Sohila
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Boubaker polynomials and their applications for numerical solution of two-dimensional integral equations
  • عليرضا نظري
    Name: Nazari Ali Reza
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of two-dimensional integral equations using Bernoulli polynomials
  • محمد فريادرس
    Name: Faryadres Mohammad
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Alternative Legendre polynomials for solving integral equations
  • شيوا ناصري فر
    Name: Naserifar Shiva
    AcademicLevel: PHD
    Field: Applied Mathematics
    Thesis: Application of barycentric rational interpolation method for solving classes stochastic differential equations driven by variable-order fractional Brownian motion
  • مهران قزلباش
    Name: Ghazelbash Mehran
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Spline functions method for solving Fredholm integral equations
  • ادريس صباغ
    Name: Sabagh Edies
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Genocchi polynomials and their applications for numerical solution of differential equations
  • نرگس برزگر
    Name: Barzegar Narges
    AcademicLevel: PHD
    Field: Applied Mathematics
    Thesis: ٍImplementation of numerical schemed based on extended Lucas polynomials for solving integral equations
  • صفيه ده پهلوان
    Name: Dehpahlevan Safie
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: َApplication of mean value theorem for solving integral equations
  • طاهره محبي
    Name: Mohebi Tahereh
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Application of Sinc-collocation method for solving integral equations
  • فاطمه كولي وند
    Name: Kolivand Fateme
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: َ A spectral collocation method with piecewise trigonometric basis functions for solving nonlinear integral equations
  • هاجر كماني
    Name: Kamani Hajar
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Extrapolation method for solving linear and nonlinear integral equations
  • محسن ديناروند
    Name: Dinarvand Mohsen
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of two-dimensional integral equations by hybrid Legendre polynomials and block-pulse functions
  • فائزه نظري سامان
    Name: Nazari Saman Faeazeh
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of differential and integral equations using Muntz wavelets
  • مينا مياهي
    Name: Miahi Mina
    AcademicLevel: PHD
    Field: Applied Mathematics
    Thesis: On monomials and approximate monomials
  • عرفان صلحي
    Name: Solhi Erfan
    AcademicLevel: PHD
    Field: Applied Mathematics
    Thesis: Moving least squares scheme for solving stochastic integral equations and its applications
  • مينا محمدبيگي
    Name: Mohammad Beigi Mina
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Lucas polynomials and their applications for numerical solution of differential and integral equations
  • زهره تيموري
    Name: Taymouri Zohreh
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of integral equations using Muntz-Legender polynomials
  • زهرا هلالي
    Name: Halali Zahra
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of two-dimensional Volterra integral equations via Legendre polynomials
  • آرزو افشاري
    Name: Afshari Arezo
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of integro-differential equations using Dickson polynomials
  • نيلوفر ايازي
    Name: Ayazi Niloufar
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Chebyshev operational matrix method for solving Volterra integral equations and fractional order differential equations
  • سحر عليپور چهارمحالي
    Name: Alipour Chaharmahale Sahar
    AcademicLevel: PHD
    Field: Applied Mathematics
    Thesis: Spline approximation for solving Itô stochastic integral equations
  • سميه منتي
    Name: Manati Somaye
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of fractional partial differential equations via Bernstein polynomials
  • سعيد سراقي
    Name: Soraghi Saeed
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Cubic B-spline collocation method for solving integral equations
  • افسون حمزه
    Name: Hamzeh Afsun
    AcademicLevel: PHD
    Field: Applied Mathematics
    Thesis: Higher degree piecewise polynomial functions for solving fractional stochastic Itȏ-Volterra integral equations
  • الناز صالح
    Name: Saleh Elnaz
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Least squares approximation method for the solution of integral equations
  • بهنور فضايلي
    Name: Fazayeli Behnoor
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Legendre polynomials and their applications to the numerical solution of integral equations
  • ليلا ياري
    Name: Yari Leila
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: A new collocation method for numerical solution of integral equations
  • صفيه موسوي
    Name: Mousavi Safieh
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of integral equations by the Tau method
  • خديجه مهدوي مقدم
    Name: Mahdavi Moghadam Khadijeh
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of integral equations by using Chebyshev polynomials
  • ليلا رسولي
    Name: Rasuli Leila
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Chebyshev-Newton-Cotes quadrature rules
  • مهدي كاميار
    Name: Kamyar Mahdi
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Using Sine-Cosine wavelets for solving Fredholm integro-differential equations
  • سميه فراهاني
    Name: Farahani Somaye
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of fractional integral equations using triangular functions
  • سونيا قهرماني
    Name: Ghahremani Sonia
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Laplace decomposition method for solving Volterra integral equations
  • فهيمه عزتي
    Name: Ezzati Fahimeh
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Iterative methods for solving nonlinear equations with finitely many roots in an interval
  • ليلي قنبري
    Name: Ghanbari Leili
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Delta basise functions and using that for solving system of integral equations
  • شكوفه جليلوند
    Name: Jalilvand Shekoofeh
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Using Taylor-series expansion method for solving integral equations
  • فاطمه سلامي
    Name: Salami Fateme
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of fractional differential equations based on the hat basis functions
  • مصطفي اميني
    Name: Amini Mostafa
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Using quartic B-spline for solving second-order singular boundary
  • سيما پيروزفر
    Name: Piroozfar Sima
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: , Triangular orthogonal functions and using that for solving integral equations
  • زينت رافعي بروجني
    Name: Rafei Boroujeni Zinat
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of Volterra integral equations by block by block method
  • شيما سيف
    Name: Seif Shima
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solutions of fuzzy linear Volterra integral equations by fuzzy differential transform method
  • الهام حداديان نژاد يوسفي
    Name: Hadadiyan Nezhadyosefi Elham
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Block-pulse orthogonal functions and using that for solving integral equations
  • ساسان فتحي
    Name: Fathi Sasan
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solutions of integral equations by using the Bernstein polynomials
  • زهرا بيرانوند
    Name: Beiranvand Zahra
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Bernoulli polynomials for solving Fredholm integral equations
  • عاطفه تركاشوند
    Name: Torkashvand Atefe
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of integral equations using Bessel polynomials method
  • افسون حمزه
    Name: Hamzeh Afsun
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: A fourth order derivative free method for solving nonlinear equations
  • سيده فاطمه حسيني
    Name: Hoseini Seyde Fateme
    AcademicLevel: PHD
    Field: Applied Mathematics
    Thesis: Polynomials and hybrid functions and their application for solving integral equations
  • عرفان صلحي
    Name: Solhi Erfan
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of integral equations using Laguerre polynomials method
  • علي اكبر حسيني
    Name: Hoseini Ali Akbar
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of integral equation via hybrid block-pulse functions and Taylor series
  • مريم كميلي
    Name: Komeily Maryam
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of integral equations using Boubaker basis polynomials method
  • ليلا لطيفي ناميله
    Name: Latifi Namileh Leyla
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of Volterra integral equations by using differential transform method
  • نسرين يوسفي
    Name: Yousefi Nasrin
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: The orthogonal block-pulse functions and their applications to solve the partial fractional differential equations
  • مژده اسدي منفرد
    Name: Asadi Monfared Mozhdeh
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Reproducing kernel method for solving Volterra integral equations
  • داود معظمي
    Name: Moazami Davood
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: ُSolving nonlinear two-dimentional integral equations on non-rectangular domains
  • زينب شاهوندي
    Name: Shahvandi Zainab
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Hermite polynomials and their application for numerical solution integral equations
  • مريم كرمي
    Name: Karami Maryam
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Schauder bases for solving systems of Volterra integral equations
  • فرنوش جهادي
    Name: Jahadi Farnoosh
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Efficient Galerkin solution of stochastic fractional integro-differential equations via Chebyshev wavelets
  • فاطمه بختيار
    Name: Bakhtiyar Fateme
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: The numerical methods for solving absolute value equations
  • احمد ملكيان زاده
    Name: Malekianzadeh Ahmad
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Single term Walsh functions series method for solving system of Volterra integral equations
  • الهام كريمي
    Name: Karimi Elham
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of integral equations via Sinc approximation
  • بيژن گودرزي
    Name: Goudarzi Bizhan
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: On some iterative numerical methods for solving integral equations
  • علي خدادادي
    Name: Khodadadi Ali
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: A spectral iterative method for solving nonlinear Abel type Volterra integral equations
  • الهام حداديان نژاد يوسفي
    Name: Hadadiyan Nejadyousefi Elham
    AcademicLevel: PHD
    Field: Applied Mathematics
    Thesis: Numerical solution of stochastic Stratonovich integral equations by using modification of hat functions
  • رويا باميان
    Name: Bamian Roya
    AcademicLevel: Master
    Field: Applied Mathematics
    Thesis: Numerical solution of dual integral equations using Chebyshev polynomials
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Executive activities

  • Vice chancellor for research and technology of the university (1399 - 1400)
  • Deputy of Malayer University chancellor to promotion committee (1391 - 1392)
  • Plenipotentiary agent of university to hold entrance exams (1391 - 1394)
  • Member of employment board of faculty members university (1387 - 1391)
  • Head of faculty of mathematical sciences and statistics (1392 - 1399)
  • Member of university council (1391 - 1400)
  • Member of university education council (1392 - 1395)
  • Member of university research council (1397 - 1399)
  • Member of university research council (1385 - 1396)
  • Vice chancellor of administrative staff and financial affairs of the university (1386 - 1391)
  • In charge of setting up faculty of mathematical sciences and statistics (1391 - 1392)
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Scientific Societies Membership

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استاد دكتر خسرو مالك نژاد برگزيده دريافت جايزه استاد دكتر عباس رياضي كرماني (به خاطر نويسنده بهترين مقاله در سي و چهارمين كنفرانس رياضي كشور)، دانشگاه صنعتي شاهرود جلسه دفاعيه از پايان نامه دكتري، دانشگاه علم و صنعت ايران، سه شنبه چهاردهم مهر ماه 1383 ساعت 15 دكتر خسرو مالك نژاد در جلسه دفاعيه از پايان نامه دكتري، دانشگاه علم و صنعت ايران، سه شنبه چهاردهم مهر ماه 1383 ساعت 15 دكتر اسماعيل بابليان در جلسه دفاعيه از پايان نامه دكتري، دانشگاه علم و صنعت ايران، سه شنبه چهاردهم مهر ماه 1383 ساعت 15 دكتر مهدي دهقان در جلسه دفاعيه از پايان نامه دكتري، دانشگاه علم و صنعت ايران، سه شنبه چهاردهم مهر ماه 1383 ساعت 15 دكتر عبدالله شيدفر در جلسه دفاعيه از پايان نامه دكتري، دانشگاه علم و صنعت ايران، سه شنبه چهاردهم مهر ماه 1383 ساعت 15 دكتر جليل رشيدي نيا در جلسه دفاعيه از پايان نامه دكتري، دانشگاه علم و صنعت ايران، سه شنبه چهاردهم مهر ماه 1383 ساعت 15 دكتر رحمان فرنوش و دكتر جليل رشيدي نيا در جلسه دفاعيه از پايان نامه دكتري، دانشگاه علم و صنعت ايران، سه شنبه چهاردهم مهر ماه 1383 ساعت 15 دكتر غلامحسين ياري در جلسه دفاعيه از پايان نامه دكتري، دانشگاه علم و صنعت ايران، سه شنبه چهاردهم مهر ماه 1383 ساعت 15 دكتر مسعود هاديان دهكردي در جلسه دفاعيه از پايان نامه دكتري، دانشگاه علم و صنعت ايران، سه شنبه چهاردهم مهر ماه 1383 ساعت 15 جلسه دفاعيه از پايان نامه دكتري، دانشگاه علم و صنعت ايران، سه شنبه چهاردهم مهر ماه 1383 ساعت 15 پژوهشگر برتر دانشگاه و دانشگاه هاي استان همدان در سال 1397 پژوهشگر برتر دانشگاه و دانشگاه هاي استان همدان در سال 1399 پژوهشگر برتر دانشگاه هاي استان همدان در سال 1400 پژوهشگر پراستناد دو درصد برتر جهان در سال 2023 پژوهشگر پراستناد یک درصد برتر جهان در سال 2023 پژوهشگر پراستناد یک درصد برتر جهان در سال 2024
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