[1] الهام رضا زاده و فریده قریشی، حل عددي معادلات انتگرال فوق منفرد خطي با استفاده از نظريه پايداري لياپانوف، چهارمين كنفرانس بين المللي تركيبيات، رمزنگاري، علوم كامپيوتر و محاسبات،داخلی بین المللی،.2019
[2] فریده قریشی، روش هاي شبه طيفي كسري در حل معادلات ديفرانسيل و انتگرال كسري، چهل و نهمين
كنفرانس رياضي ايران ،2018.
[3] R. Ghaffari and F. Ghoreishi, Reduced finite difference scheme based on a proper
orthogonal decomposition technique for fractional sub-diffusion equations, The 49th
Annual Iranian Mathematics Conference, 2018. ( (یکی از سه مقاله برتر انتخاب شده در کنفرانس.
[4] C.G. Keshavarzi, F. Ghoreishi, Numerical solution of two dimensional Allen-Cahn
equation by RBF collocation methodو The 49th Annual Iranian Mathematics Conference,
2018.
[5] C.G. Keshavarzi, F. Ghoreishi, Numerical weather prediction by augmented RBF
collocation method, 14th International Seminar on Differential Equations Dynamical
Systems and Applications, 2018.
[6] R. Ghaffari and F. Ghoreishi, Spline method for the variable order time fractional
diffusion equations, 13th International Seminar on Differential Equations Dynamical
Systems and Applications, 2016.
[7 ] P. Mokhtary and F. Ghoreishi, Condition Number Analysis of the Tau Method
for FIDE’s, 42th Annual Iranian Mathematics Conference, (AIMC42), University
of Rafsanjan, Kerman, Iran, 2011.
[8] S. Pishbin, M. Hadizadeh and F. Ghoreishi, The Numerical Solvability of
weakly singular Integral Algebraic Equations of index-1, 42th Annual Iranian
Mathematics Conference, AIMC42, University of Rafsanjan, Kerman, Iran,
2011.
[9 ] P. Mokhtary and F. Ghoreishi, Orthogonal Collocation Method for Fractional
Integro-Differential Equations, AIMC41, University of Urmia, Urmia-Iran, 2010.
[10 ] P. Mokhtary and F. Ghoreishi, Numerical solution of Fractional Integro
Differential Equations by Galerkin Method with an error estimation, 40th
Annual Iranian Mathematics Conference, Tehran, Iran, Sharif univ, (AIMC40)
2009.
[11 ] S. Pishbin, M. Hadizadeh and F. Ghoreishi, Matrix Vector Representation of
Solution for Integral Algebraic equations, AIMC40, 2009.
[12 ] M. Khasi and F. Ghoreishi and M. Hadizadeh, Numerical Solution of State
Dependent Delay Integral Equations, Zahedan Univ., 2010.
[13 ] S. Pishbin, F. Ghoreishi , on the approximate solution of integral Algebraic
equtions of index-1, 40th Annual Iranian Mathematics Conference, Tehran,
Iran, Sharif Univ, (AIMC40) 2009.
[14 ] S. Yazdani, M. Hadizadeh and F. Ghoreishi, Interval Solutions for Dynamical
Model of a Chemical Reactor, kashan Univ., 2009.
[15 ] F. Ghoreishi, Efficient Preconditioning of the Pseudospectral Method for
Nonlinear Two Dimensional Heat Equations,8th International Seminar of
Differential Equations, Dynamical Systems and Their Applications, Isfahan
University of Technology, Isfahan, Iran, (deds8) July, 2008.
[16 ] F. Abedi, Multidomain Pseudospectral methods for Partial Differential
Equations, AIMC38, Sept. 2007.
[17 ] S. Karimi, F. Ghoreishi, The Tau Method For Numerical Solution of Delay
Differential Equations. AIMC37, 2-5 Sept. 2006, Azarbaijan University ,Iran.
[18 ] S. SeyedAlaei, F. Ghoreishi, M. Hadizadeh, Pseudospectral Numerical
Solution Of The Nonlinear Two Dimensional Integral Equations, AIMC37, 2-5
Sept. 2006, Azarbaijan University, Iran.
[19 ] M. Hosseini, F. Ghoreishi, A Preconditioned Pseudospectral Method for
Fredholm Integro Differential Equations, Modelling 2005, The Third IMACS
Conference on Mathematical Modelling and Computational Methods in
Applied Sciences and Engineering, Czech Republic, 2005.
[20 ] M. T. Darvishi, F. Ghoreishi, Preconditioned Multi-domain Schemes for
Pseudospectral Differentiation Matrix, Numerical Analysis Conference,
University of Imam Hossein, Iran (1998).