[1]Adomian G., Applied Stochasti, Processes, Academic Press, 1983.
[2] Adomian G. Bellman R., Partial Differential Equations, D.Reidel Publishing Co., 1985.
[3] Adomian G., “Nonlinear Stochastic Systems Theory and Applications to Physics”, Kluwer, 1989.
[4] Adomian G., Solving Frontier Problems of physics: The Decomposition Method, Kluwer, 1994.
[5] Cherruault Y., Convergence of Adomin’s method, Kybernetes,Vol. 9 (2), 1988, pp. 31-38.
[6] Cherruault Y., Adomian G., Decomposition method: A new proof of convergence, Mathematical and ComputerModeling,Vol. 18(12), 1993, pp. 103-106.
[7] Babolian E.,Biazar J., Solving Concrete Examples by Adomian Method, Application mathematics And Computation, Vol. 135, 2003, pp. 161-167.
[8] Babolian E., Vahidi A.R.,AsadiCordshooliGh., Solving differential equations by decomposition Method, Application mathematics And Computation, Vol. 167, 2005, pp. 1150-1155.
[9] Wazwaz A.M., The modified decomposition method and Pade approximations for solving Thomas Fermi equations, Application mathematics And Computation, Vol. 105 ,1999, pp. 11-19.
[10] Wazwaz A.M., A comparison between Adomian decomposition method and Taylor series metod in the series solution, Application mathematics And Computation, Vol. 97,1998, pp. 37-44.
[11] BellomoN.,SarafyanD., On a Comparison between Adomian’sDecomposision Method and Picard Iteration, JournalMathematics and Analysis Application, Vol. 123, 1987, pp. 389–400.
[12] Vahidi A.R., AsadiCordshooliGh., Modifying Adomian Decomposition Method for Ordinary Differential Equations, Journal of Applied Mathematics, Vol. 3(10), 2006, pp. 49-54.
[13]Vahidi A.R., AsadiCordshooliGh., AzimzadehZ., Comparing numerical methods for the solution of the damped forced oscillator problem, Iranian Journal of Optimization, Vol. 2,2009, pp. 1-12.
[14] Vahidi A.R., Babolian E., AsadiCordshooliGh., Samiee F., Restarted Adomian’s Decomposition Method for Duffing’s Equation, InternationalJournal of Mathematics Analysis, Vol. 3(15), 2009, pp. 711-717.
[15] Vahidi A.R., Babolian E., AsadiCordshooliGh., Numerical solutions of Duffing’s oscillator problem, Indian Journal Physics, Vol. 86(4),2012, pp. 311-315.
[16] AsadiCordshooliGh., Vahidi A.R., Solutions of Duffing - van der Pol equation using Decomposition Method, Adv. Studies Theorist Physics, Vol. 5) 3(, 2011, pp. 121-129.
[22] Srinivasan P., Nonlinear Mechanical Vibrations, New Age International Publishers, 2008