Masoud Saravi

Let the art of mathematics grow from more to more
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Publications

Published Papers :

  • P1- 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.
  • P2- 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.
  • P3- 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.
  • P4- 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
  • P5- 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.
  • P6- M.Saravi, S. Saravi, A. Nikkar, ’ Boundary and Limit value of Cauchy’s integral on Elasticity problem’, Mathematic Scientific Journal (MSJ), Vol. 6, NO. 1, S. N. 12, (2010), 76-84.
  • P7- 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.
  • P8- M.Saravi, ‘Pseudo-First Integral Method for Benjamin-Bona-Mahony,Gardner and Foam Drainage Equations’, J.Basic.Appl.Res.,1(7)521-526, 2011.
  • P9- M.Saravi, A. Nikkar,’Application of Cauchy’s Integrals on Elasticity Problems’, J.Basic.Appl.Res.,1(7)516-520, 2011.
  • P10-M. Saravi, ‘A procedure for solving some second-order differential equations’, Applied Mathematics Letters (AML), Volume 25, Issue 3, March 2012, Pages 408-411
  • P11- M. Saravi, S. R. Mirrajei, F.Ghasemzadeh-R, Z.Taheri. ‘On the Clenshaw method in solving Linear Ordinary Differential Equations’, American Journal of Computational and Applied Mathematics (Article in Press)

Editorial Board :

  • International Journal of Numerical Methods and Applications
  • American Journal of Computational and Applied Mathematics

Potential Reviewer :

  • 1. Journal of the Franklin Institute
  • 2. Mathematic Scientific Journal
  • 3. Journal of Science, Teacher Training University
  • 4. Far East Journal of Mathematical Sciences (FJMS)
  • 5. British Journal of Mathematics & Computer Science

 
Published Books :




     
     
     
     
    M. Saravi, S. R. Mirrajei; Quantum Chemistry – Molecules for Innovations. First chapter; InTech – Open Access Publisher, Spring 2012.

     
     
     
     
     
     
     




     
     
     
     
    Calculus of Several Variables Functions

     
     
     
     
     
     
     




     
     
     
     
    Advanced Engineering Mathematics

     
     
     
     
     




     
     
     
     

    Differential Equations

     
     
     
     
     
     




     
     
     
     
    Mathematics for Management

     
     
     
     
     
     




     
     
     
     
    Applied Mathematics

     
     
     
     
     




     
     
     
     
    Engineering Mathematics

     
     
     
     
     




     
     
     
     
    Calculus of One Variable Functions

     
     
     
     
     
     




     
     
     
     
    Linear Algebra

     
     
     
     
     
     

 
Upcoming Books :




     
     
     
     
    مطالعه ی بخش های منتخب کتاب

     
     
     
     
     
     

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Copyright © 2012 , Masoud Saravi