%0 Journal Article %T A variational iteration approach to nonlinear problems and its applications %A J. H. He %J Mech. Appl. %D 1998 %V 20 %F He1998 %0 Book %T Differential Transformation and its Applications for Electrical Circuits %A J. K. Zhou %D 1986 %I Huarjung University Press, Wuuhahn %C China %F Zhou1986 %0 Journal Article %T Adomian's decomposition method and homotopy perturbation method in solving nonlinear equations %A J. L. Li %J Journal of Computational and Applied Mathematics %D 2009 %V 228 %F Li2009 %0 Journal Article %T Different applications for the differential transformation in the differential equations %A I. H. Abdel-Halim Hassan %J Applied Mathematics and Computation %D 2002 %V 129 %F Hassan2002 %0 Journal Article %T The modified decomposition method for analytic treatment of differential equations %A A. Wazwaz %J Applied Mathematics and Computation %D 2006 %V 173 %F Wazwaz2006 %0 Journal Article %T The Differential Transformation Method and Pade Approximant for a Form of Blasius Equation %A H. A. Peker %A O. Karaoglu %A G. Oturanc %J Mathematical and Computational Applications %D 2011 %V 16(2) %F Peker2011 %0 Journal Article %T Approximate solutions of generalized pantograph equations by the differential transform method %A Y. Keskin %A A. Kurnaz %A M. E. Kiris %A G. Oturanc %J International Journal of Nonlinear Sciences and Numerical Simulation %D 2011 %V 8(2) %F Keskin2011 %0 Journal Article %T A New Modified Approach for solving sevenorder Sawada-Kotara equations %A M. Saravi %A A. Nikkar %A M. Hermann %A J. Vahidi %A R. Ahari %J Journal of Mathematics and Computer Science %D 2013 %V 6 %F Saravi2013 %0 Journal Article %T New Homotopy Perturbation Method to solve non-linear problems %A M. Rabbani %J Journal of Mathematics and Computer Science %D 2013 %V 7 %F Rabbani2013 %0 Journal Article %T Variational Homotopy Perturbation Method: An efficient scheme for solving partial differential equations in fluid mechanics %A T. Allahviranloo %A A. Armand %A S. Pirmuhammadi %J Journal of Mathematics and Computer Science %D 2014 %V 9 %F Allahviranloo2014 %0 Journal Article %T An Equatorial Ocean Recharge Paradigm for ENSO. Part I: Conceptual Model %A J. FEI-FEI %J Journal of the Atmospheric Sciences %D 1996 %V 54 %F FEI-FEI1996 %0 Journal Article %T The Laplace-Adomian-Pade Technique for the ENSO Model %A Y. Zeng %J Mathematical Problems in Engineering, Article ID 954857 %D 2013 %V %F Zeng2013 %0 Journal Article %T The variational iteration solving method for El Nino/La Nino-southern oscillation model %A J. Q. Mo %A W. T. Lin %A J. Zhu %J Advances in Mathematics %D 2006 %V 35(2) %F Mo2006 %0 Journal Article %T Generalized variation iteration solution of an atmosphere-ocean oscillator model for global climate %A J. Q. Mo %A W. T. Lin %J Journal of Systems Science & Complexity %D 2011 %V 24(2) %F Mo2011 %0 Journal Article %T Modified variational iteration method for an El Niňo Southern Oscillation delayed oscillator %A C. Xiao-Qun %A S. Jun-Qiang %A Z. Xiao-Qian %A Z. Li-Lun %A Z. Wei-Min %A Z. Jun %J Chin. Phys. B %D 2012 %V 21(2) %F Xiao-Qun2012 %0 Journal Article %T Homotopic mapping solution of an oscillator for the El nino / La Nina-southern oscillation %A Z. Xian-Chun %A L. Yi-Hua %A W. T. Lin %A J. Q. Mo %J Chinese Physics B %D 2009 %V 18(11) %F Xian-Chun2009 %0 Book %T A perturbed Solution of Sea-Air Oscillator for the Enso Mechanism %A J. Q. Mo %A W. T. Lin %A H. Wang %D 2005 %I Journal of Systems Science & Complexity %C 18(2) %F Mo2005 %0 Journal Article %T Asymtotic solution for El Nino-southern oscillation of nonlinear model %A J. Q. Mo %A W. T. Lin %J Applied Mathematics-A Journal of Chinese Universities %D 2008 %V 23(3) %F Mo2008 %0 Journal Article %T Asymptotic Solutions to a Nonlinear Climate Oscillation Model %A L. Yi-Hua %A W. T. Lin %A J. Q. Mo %J Atmospheric And Oceanic Science Letters %D 2008 %V 1(1) %F Yi-Hua2008 %0 Journal Article %T A Class Of Homotopıc Solvıng Method For Enso Model %A J. Q. Mo %A W. T. Lin %A H. Wang %J Acta Mathematica Scientia %D 2009 %V 29B(1) %F Mo2009 %0 Journal Article %T Perturbed solution for the ENSO nonlinear model %A J. Q. Mo %A W. T. Lin %J Acta Phys Sinica %D 2004 %V 53(4) %F Mo2004 %0 Journal Article %T Perturbation method of studying the EI Niňo oscillation with two parameters by using the delay sea air oscillator model %A D. Zeng-Ji %A W. T. Lin %A J. Q. Mo %J Chin. Phys. B %D 2012 %V 21(9) %F Zeng-Ji2012 %0 Book %T Asymtotic solving method for sea -air coupled oscillator ENSO model %A Z. Xian-Chun %A Y. Jing-Sun %A J. Q. Mo %D 2012 %I Chinese Physics B %C 21(3) %F Xian-Chun2012 %0 Journal Article %T Variational iteration method for solving the mechanism of the Equatorial Eastern Pasific El Nino-Southern Oscillation %A J. Q. Mo %A H. Wang %A W. T. Lin %A L. Yi-Hua %J Chinese Physics %D 2006 %V 15(4) %F Mo2006