In this thesis we study some algebraic problems which can be reduced to solving a functional equation. This technics allows us to get results which are new also for an ordinary Lie algebra and which are independent od the Lie algebra classification.Dans cette thèse on a étudié plusieurs problèmesalgébriques relatifs à une superalgèbre de Lie qui peuvent êtreréduits à la résolution d'une équation fonctionnelle. Cettetechnique a permis d'obtenir des résultats qui sont nouveauxaussi pour une algèbre de Lie ordinaire et qui sont indépendantsde la classification des algèbres de Lie
Kalnins has related the 11 coordinate systems in which variables separate in the equation ftt−fss = ...
The investigation of problems, connected with the solvability of equations in Lie free algebras is t...
Abstract: We study a new class of infinite dimensional Lie algebras, which has impor-tant applicatio...
In this thesis we study some algebraic problems which can be reduced to solving a functional equatio...
Despite the fact that Sophus Lie's theory was virtually the only systematic method for solving nonli...
AbstractWe consider the following problem: what is the most general Lie algebra or superalgebra sati...
For a linear ordinary differential equation the Lie algebra of its infinitesimal Lie symmetries is c...
Lie algebras were introduced toward the end of XIXth century in order to study some geometrical prob...
For a linear ordinary differential equation the Lie algebra of its infinitesimal Lie symmetries is c...
This study presents a theoretical basis for and outlines the method of finding the Lie point symmetr...
This book provides explicit representations of finite-dimensional simple Lie algebras, related parti...
For a simple Lie algebra g we define a system of linear ODEs with polynomial coeffi- cients, which w...
Le premier problème qui se pose naturellement lors de l'étude des algèbres de Lie nilpotentes est la...
We discuss the Lie symmetry approach to homogeneous, linear, ordinary differential equations in an a...
We give a method for using explicitly known Lie symmetries of a system of differential equations to ...
Kalnins has related the 11 coordinate systems in which variables separate in the equation ftt−fss = ...
The investigation of problems, connected with the solvability of equations in Lie free algebras is t...
Abstract: We study a new class of infinite dimensional Lie algebras, which has impor-tant applicatio...
In this thesis we study some algebraic problems which can be reduced to solving a functional equatio...
Despite the fact that Sophus Lie's theory was virtually the only systematic method for solving nonli...
AbstractWe consider the following problem: what is the most general Lie algebra or superalgebra sati...
For a linear ordinary differential equation the Lie algebra of its infinitesimal Lie symmetries is c...
Lie algebras were introduced toward the end of XIXth century in order to study some geometrical prob...
For a linear ordinary differential equation the Lie algebra of its infinitesimal Lie symmetries is c...
This study presents a theoretical basis for and outlines the method of finding the Lie point symmetr...
This book provides explicit representations of finite-dimensional simple Lie algebras, related parti...
For a simple Lie algebra g we define a system of linear ODEs with polynomial coeffi- cients, which w...
Le premier problème qui se pose naturellement lors de l'étude des algèbres de Lie nilpotentes est la...
We discuss the Lie symmetry approach to homogeneous, linear, ordinary differential equations in an a...
We give a method for using explicitly known Lie symmetries of a system of differential equations to ...
Kalnins has related the 11 coordinate systems in which variables separate in the equation ftt−fss = ...
The investigation of problems, connected with the solvability of equations in Lie free algebras is t...
Abstract: We study a new class of infinite dimensional Lie algebras, which has impor-tant applicatio...