Publication date
June 1984
DOI Publisher
Published by Elsevier Inc. ISSN
0022-247XAbstract
AbstractLie series are used to calculate both closed form and approximate solutions for elementary nonlinear ordinary differential equations
AbstractLie series are used to calculate both closed form and approximate solutions for elementary nonlinear ordinary differential equations
We make use of linear operators to derive the formulae for the general solution of elementary linear...
Copyright © 2014 W. Robin. This is an open access article distributed under the Creative Commons Att...
AbstractWe present algorithms that determine coefficients in the expansions of solutions of linear d...
AbstractLie series are used to calculate both closed form and approximate solutions for elementary n...
Exact solutions of some popular nonlinear ordinary differential equations are analyzed taking their ...
AbstractWe give a survey of some methods for finding formal solutions of differential equations. The...
The purpose of this thesis is to compile and discuss some of the methods of solution of both ordinar...
AbstractWe apply Lie algebraic methods of the type developed by Baker, Campbell, Hausdorff, and Zass...
Despite the fact that Sophus Lie's theory was virtually the only systematic method for solving nonli...
Abstract Decompositions of linear ordinary differential equations (ode’s) into components of lower o...
AbstractSolving constant coefficient ordinary differential equations (CCODEs) with degree greater th...
The papert deal whith a generalization of the well known Lie's series and contain some application...
In these notes we study the basic theory of ordinary differential equations, with emphasis on initi...
AbstractBy definition, the coefficient sequence c=(cn) of a d’Alembertian series — Taylor’s or Laure...
Solution of ordinary differential equations by Lie series - Laplace transformation, Weber parabolic-...
We make use of linear operators to derive the formulae for the general solution of elementary linear...
Copyright © 2014 W. Robin. This is an open access article distributed under the Creative Commons Att...
AbstractWe present algorithms that determine coefficients in the expansions of solutions of linear d...
AbstractLie series are used to calculate both closed form and approximate solutions for elementary n...
Exact solutions of some popular nonlinear ordinary differential equations are analyzed taking their ...
AbstractWe give a survey of some methods for finding formal solutions of differential equations. The...
The purpose of this thesis is to compile and discuss some of the methods of solution of both ordinar...
AbstractWe apply Lie algebraic methods of the type developed by Baker, Campbell, Hausdorff, and Zass...
Despite the fact that Sophus Lie's theory was virtually the only systematic method for solving nonli...
Abstract Decompositions of linear ordinary differential equations (ode’s) into components of lower o...
AbstractSolving constant coefficient ordinary differential equations (CCODEs) with degree greater th...
The papert deal whith a generalization of the well known Lie's series and contain some application...
In these notes we study the basic theory of ordinary differential equations, with emphasis on initi...
AbstractBy definition, the coefficient sequence c=(cn) of a d’Alembertian series — Taylor’s or Laure...
Solution of ordinary differential equations by Lie series - Laplace transformation, Weber parabolic-...
We make use of linear operators to derive the formulae for the general solution of elementary linear...
Copyright © 2014 W. Robin. This is an open access article distributed under the Creative Commons Att...
AbstractWe present algorithms that determine coefficients in the expansions of solutions of linear d...
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