In this paper, based on results of Kneeb K. H., we describe simple real Liealgebras g for which there exist connected Lie groups with dense images of the exponentialfunction. We also describe the simple real Lie algebras for which the exponential functionsof the associated simply connected Lie groups have dense images. Case by case analysishas led to the classification of weakly exponential simple Lie algebras. It is a result thatnon-compact non-complex simple Lie algebras are completely weakly exponential or not.Then we apply for weakly exponential semisimple Lie groups
SIGLEAvailable from British Library Document Supply Centre-DSC:9106.1605(1998/3) / BLDSC - British L...
Poguntke D. Symmetry and nonsymmetry for a class of exponential Lie groups. Journal für die reine un...
A pro-p-group is called thin if its lattice of closed normal subgroups contains no more than p + 1 p...
In this paper, based on results of Kneeb K. H., we describe simple real Liealgebras g for which ther...
AbstractIn this paper we list all simple real Lie algebras g for which there exist connected Lie gro...
Abstract. It is shown that in every connnected real Lie group every element is the product of two el...
Abstract. Let G be a connected Lie group with Lie algebra g, expG: g − → G the exponential map and E...
Let G be a connected Lie group. In this paper, we study the density of the images of individual powe...
AbstractWe give a simple description of the interior, the exterior, and the boundary of the image of...
This thesis studies some problems in Harmonic Analysis on exponential Lie groups. In the first chapt...
Abstract. The relationship between the structure of a simple Lie algebra of finite characteristic an...
AbstractLet G be a connected solvable Lie group, π a normal factor representation of G and ψ a nonze...
Chapter 1. Lie groups and homogeneous spaces 1 Lie groups and their Lie algebras 1 The exponential m...
In this article, making use of the second author’s criterion for exponentiality of a connected solva...
AbstractIn this paper we explore the computation of the matrix exponential in a manner that is consi...
SIGLEAvailable from British Library Document Supply Centre-DSC:9106.1605(1998/3) / BLDSC - British L...
Poguntke D. Symmetry and nonsymmetry for a class of exponential Lie groups. Journal für die reine un...
A pro-p-group is called thin if its lattice of closed normal subgroups contains no more than p + 1 p...
In this paper, based on results of Kneeb K. H., we describe simple real Liealgebras g for which ther...
AbstractIn this paper we list all simple real Lie algebras g for which there exist connected Lie gro...
Abstract. It is shown that in every connnected real Lie group every element is the product of two el...
Abstract. Let G be a connected Lie group with Lie algebra g, expG: g − → G the exponential map and E...
Let G be a connected Lie group. In this paper, we study the density of the images of individual powe...
AbstractWe give a simple description of the interior, the exterior, and the boundary of the image of...
This thesis studies some problems in Harmonic Analysis on exponential Lie groups. In the first chapt...
Abstract. The relationship between the structure of a simple Lie algebra of finite characteristic an...
AbstractLet G be a connected solvable Lie group, π a normal factor representation of G and ψ a nonze...
Chapter 1. Lie groups and homogeneous spaces 1 Lie groups and their Lie algebras 1 The exponential m...
In this article, making use of the second author’s criterion for exponentiality of a connected solva...
AbstractIn this paper we explore the computation of the matrix exponential in a manner that is consi...
SIGLEAvailable from British Library Document Supply Centre-DSC:9106.1605(1998/3) / BLDSC - British L...
Poguntke D. Symmetry and nonsymmetry for a class of exponential Lie groups. Journal für die reine un...
A pro-p-group is called thin if its lattice of closed normal subgroups contains no more than p + 1 p...