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- Homotopy_perturbation_method abstract "The homotopy perturbation method (HPM) is a series expansion method used in the solution of nonlinear partial differential equations. The method employs a homotopy transform to generate a convergent series solution of differential equations. This gives flexibility in the choice of basis functions for the solution and the linear inversion operators (as compared to the Adomian decomposition method), while still retaining a simplicity that makes the method easily understandable from the standpoint of general perturbation methods. The HPM was introduced by Ji-Huan He of Shanghai University in 1998. The HPM is a special case of the homotopy analysis method (HAM) developed by Liao Shijun in 1992. The HAM uses a so-called convergence-control parameter to guarantee the convergence of approximation series over a given interval of physical parameters.".
- Homotopy_perturbation_method wikiPageExternalLink publication.htm.
- Homotopy_perturbation_method wikiPageExternalLink 3642251315.
- Homotopy_perturbation_method wikiPageID "36553545".
- Homotopy_perturbation_method wikiPageRevisionID "592347532".
- Homotopy_perturbation_method hasPhotoCollection Homotopy_perturbation_method.
- Homotopy_perturbation_method subject Category:Partial_differential_equations.
- Homotopy_perturbation_method comment "The homotopy perturbation method (HPM) is a series expansion method used in the solution of nonlinear partial differential equations. The method employs a homotopy transform to generate a convergent series solution of differential equations.".
- Homotopy_perturbation_method label "Homotopy perturbation method".
- Homotopy_perturbation_method sameAs m.0kg1dzs.
- Homotopy_perturbation_method sameAs Q5891829.
- Homotopy_perturbation_method sameAs Q5891829.
- Homotopy_perturbation_method wasDerivedFrom Homotopy_perturbation_method?oldid=592347532.
- Homotopy_perturbation_method isPrimaryTopicOf Homotopy_perturbation_method.