[1] | E. Babolian, M. Bromilow, R. England, M. Saravi, 'A modification of pseudo-spectral method for solving linear ODEs with singularity', (AMC) 188 (2007) 1260-1266. |
[2] | M. Saravi, F. Ashrafi, and S. R. Mirrajei, Numerical Solution of Linear Ordinary Differential Equations in Quantum Chemistry by Clenshaw Method. International Journal of Computational and Mathematical Science 2;4 www.waset.org Fall 2008. |
[3] | M. Saravi, R. Seaadati, He's variational iteration method for following integral equations 'Computers & Mathematics with Applications (CAMWA)' (Dec 2009) Volume 58, Page: 2167-2171. |
[4] | M.Saravi, E. Babolian, R. England, M. Bromilow, 'System of Linear Differential Equations and Differential-Algebraic Equations by Pseudo-spectral Method', Computers & Mathematics with Applications (CAMWA), Volume 59 (2010) 1524-1531. |
[5] | M.Saravi, E. Babolian, M. Rastegari, 'System of linear differential equations and collocation method', Mathematic Scientific Journal (MSJ), Volume 5, NO.2, Autumn-Winter 2009-2010, Page: 79-87. |
[6] | M.Saravi, S. Saravi, A. Nikkar, 'Boundaryand Limit value of Cauchy's integral on Elasticity problem', Mathematic Scientific Journal (MSJ), Vol6, NO. 1, S. N. 12, (2010), 76-84. |
[7] | M.Saravi, S. Saravi, 'A new look at one of the Newton-like methods for solving nonlinear equations', International Journal of Numerical Methods and Apllications', Volume 5, NO1, 2011, pages 1-13. |
[8] | M.Saravi, 'Pseudo-First Integral Method for Benjamin-Bona-Mahony, Gardner andFoam Drainage Equations', International Journal of Numerical Methods and J.Basic.Appl.Res., 1(7)521-526, 2011. |
[9] | M.Saravi, A. Nikkar, 'Application of Cauchy's Integrals on Elasticity problem', J.Basic. Appl..1(17)516-520, 2011. |