Papers in Conferences

#Paper TitleAuthorsConference TitleHolding Date of Conference
 
1Bounded solutions of a partial difference equationA . Saadatmandi , M. Dehghan30th Iranian International Conference on Mathematics1999
2The sinc-collocation method for solving a problem arising in Chemical reactor theoryA . Saadatmandi , S.Yeganeh43th Annual Iranian Mathematics Conference2012
3A sinc-collocation method for solving a nonlinear system of second order boundary value problemsE. Babolian, A. Eftekhari, A. Saadatmandi44th Annual Iranian Mathematics Conference2013
4Projected differential transform method for solving Burgers' equationN. Nafar, A. Saadatmandi4th Conference on Mathematical Analysis and its Applications2013
5Computational method for variational problemsA. SaadatmandiThe Second Conference on Computational Group Theory, Computational Number Theory and Applications2015
6Application of Double Exponential sinc-collocation method for solving multi-point boundary value problem for optimal bridge designA. Eftekhari, A. SaadatmandiInternational Conference on Architecture and Mathematics,2017
7DE sinc collocation method for solving the Bagley-Torvik equation with variable coefficientsA. Eftekhari, A. Saadatmandi48th Annual Iranian Mathematics Conference2018
8Sinc-collocation method for approximate solution of the model of beam-type nano-scale electrostatic actuatorsN. Moshtaghi, A. Saadatmandi49th Annual Iranian Mathematics Conference, Tehran2019
9Numerical solution of a singular boundary value problem arising in the theory of shallow membrane caps via Sinc-collocation methodM. Pourbabaee, A. Saadatmandi49th Annual Iranian Mathematics Conference, Tehran2019
10Numerical solution of fractional pantograph differential equation using Chebyshev polynomialsM. Pourbabaee, A. Saadatmandi50th Annual Iranian Mathematics Conference2020
11Numerical solution of the distributed-order diffusion-wave equations based on Legendreoperational matrixM. Pourbabaee, A. Saadatmandi51st Annual Iranian Mathematics Conference2021
12Collocation method based on Legendre polynomials for solving distributed order fractional differential equationsM. Pourbabaee, A. Saadatmandi51st Annual Iranian Mathematics Conference2021
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