DOIAbstract
The papert deal whith a generalization of the well known Lie's series and contain some applications to the rapresentation of the solution of particular differential equations
The papert deal whith a generalization of the well known Lie's series and contain some applications to the rapresentation of the solution of particular differential equations
Application of Lie series to solution of linear ordinary differential equations of second orde
AbstractExistence and stability results for a class of nonlinear functional differential equations w...
In this thesis we study some algebraic problems which can be reduced to solving a functional equatio...
Solution of ordinary differential equations by Lie series - Laplace transformation, Weber parabolic-...
In this paper we prove in details the completeness of the solutions of a linear control system on a ...
AbstractLet Θ=C[e−x1,…,e−xn][∂1,…,∂n] and S=C[x1,…,xn][[eCx1+⋯+Cxn]], where C is an effective field ...
AbstractLie series are used to calculate both closed form and approximate solutions for elementary n...
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 study power series whose coefficients are holomorphic functions of another complex variab...
summary:In der Arbeit wird das Differentialgleichungssystem. 1. Ordnung $\frac{dZ_i}{dt}=\vartheta_i...
Inspired by a problem by J. Matkowski in [Aequationes Math. 80 (2010), no. 1-2, 181–192; MR2736949] ...
Thesis (Ph.D.)-University of Natal, 1995The Lie theory of extended groups applied to differential eq...
AbstractWe investigate series expansions of solutions of the equation (∗)uxx + 2νx−1ux + ϵ2utt = ut,...
Since the end of the 19th century when the prominent Norwegian mathematician Sophus Lie created the ...
Application of Lie series to solution of linear ordinary differential equations of second orde
AbstractExistence and stability results for a class of nonlinear functional differential equations w...
In this thesis we study some algebraic problems which can be reduced to solving a functional equatio...
Solution of ordinary differential equations by Lie series - Laplace transformation, Weber parabolic-...
In this paper we prove in details the completeness of the solutions of a linear control system on a ...
AbstractLet Θ=C[e−x1,…,e−xn][∂1,…,∂n] and S=C[x1,…,xn][[eCx1+⋯+Cxn]], where C is an effective field ...
AbstractLie series are used to calculate both closed form and approximate solutions for elementary n...
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 study power series whose coefficients are holomorphic functions of another complex variab...
summary:In der Arbeit wird das Differentialgleichungssystem. 1. Ordnung $\frac{dZ_i}{dt}=\vartheta_i...
Inspired by a problem by J. Matkowski in [Aequationes Math. 80 (2010), no. 1-2, 181–192; MR2736949] ...
Thesis (Ph.D.)-University of Natal, 1995The Lie theory of extended groups applied to differential eq...
AbstractWe investigate series expansions of solutions of the equation (∗)uxx + 2νx−1ux + ϵ2utt = ut,...
Since the end of the 19th century when the prominent Norwegian mathematician Sophus Lie created the ...
Application of Lie series to solution of linear ordinary differential equations of second orde
AbstractExistence and stability results for a class of nonlinear functional differential equations w...
In this thesis we study some algebraic problems which can be reduced to solving a functional equatio...
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