Add to ORKGIn his book (“Lie Algebras,” Interscience, 1962) Jacobson proves the Campbell-Hausdorff formula for formal power series in Lie algebras. In this short note we shall prove it for finite-dimensional Lie groups making use of parts of Jacobson's proof
International audienceThe well-known Baker-Campbell-Hausdorff theorem in Lie theory says that the lo...
Abstract. In this paper, we investigate the structure of infinite dimensional Lie algebras L = L α∈Γ...
AbstractConsider a finite dimensional Lie algebra L with an action of a finite group G over a field ...
AbstractIn his book (“Lie Algebras,” Interscience, 1962) Jacobson proves the Campbell-Hausdorff form...
After the torch of Anders Kock [6], we will establish the Baker-Campbell- Hausdor formula as well a...
We prove a convergence result for the Campbell–Baker–Hausdorff–Dynkin series in infinite-dimensional...
AbstractGiven an n-dimensional Lie algebra g over a field k⊃Q, together with its vector space basis ...
The classical Baker-Campbell-Hausdorff formula gives a recursive way to compute the Hausdorff series...
After the torch of Anders Kock [Taylor series calculus for ring objects of line type, Journal of Pur...
Consiglio Nazionale delle Ricerche (CNR). Biblioteca Centrale / CNR - Consiglio Nazionale delle Rich...
AbstractLet G be a group and K a field. If V is a graded KG-module of the form V=V1⊕V2⊕⋯, where each...
SIGLEAvailable from British Library Document Supply Centre-DSC:6609.268(no 2001/14) / BLDSC - Britis...
Let G be a group and K a field. If V is a graded KG-module of the form V=V1plus sign in circleV2plus...
. We study the subgroup generated by the exponentials of formal Lie series. We show three different ...
AbstractWe study the subgroup generated by the exponentials of formal Lie series. We show three diff...
International audienceThe well-known Baker-Campbell-Hausdorff theorem in Lie theory says that the lo...
Abstract. In this paper, we investigate the structure of infinite dimensional Lie algebras L = L α∈Γ...
AbstractConsider a finite dimensional Lie algebra L with an action of a finite group G over a field ...
AbstractIn his book (“Lie Algebras,” Interscience, 1962) Jacobson proves the Campbell-Hausdorff form...
After the torch of Anders Kock [6], we will establish the Baker-Campbell- Hausdor formula as well a...
We prove a convergence result for the Campbell–Baker–Hausdorff–Dynkin series in infinite-dimensional...
AbstractGiven an n-dimensional Lie algebra g over a field k⊃Q, together with its vector space basis ...
The classical Baker-Campbell-Hausdorff formula gives a recursive way to compute the Hausdorff series...
After the torch of Anders Kock [Taylor series calculus for ring objects of line type, Journal of Pur...
Consiglio Nazionale delle Ricerche (CNR). Biblioteca Centrale / CNR - Consiglio Nazionale delle Rich...
AbstractLet G be a group and K a field. If V is a graded KG-module of the form V=V1⊕V2⊕⋯, where each...
SIGLEAvailable from British Library Document Supply Centre-DSC:6609.268(no 2001/14) / BLDSC - Britis...
Let G be a group and K a field. If V is a graded KG-module of the form V=V1plus sign in circleV2plus...
. We study the subgroup generated by the exponentials of formal Lie series. We show three different ...
AbstractWe study the subgroup generated by the exponentials of formal Lie series. We show three diff...
International audienceThe well-known Baker-Campbell-Hausdorff theorem in Lie theory says that the lo...
Abstract. In this paper, we investigate the structure of infinite dimensional Lie algebras L = L α∈Γ...
AbstractConsider a finite dimensional Lie algebra L with an action of a finite group G over a field ...