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Consejo Nacional de Ciencia y Tecnología, CONACYT: A1-S-45886, FOMIX-YUC 221183
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UASLP-CA-228
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Generalized derivations and some structure theorems for Lie algebras
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date time value: article date 5825
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has funding vehicle: Consejo Nacional de Ciencia y Tecnología, CONACYT: A1-S-45886, FOMIX-YUC 221183
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doi: 10.1142/S0219498820500243
abstract: In this work, we show that the existence of invertible generalized derivations impose strong restrictions on the structure of a complex finite-dimensional Lie algebra. In particular, we recover the fact that a real Lie algebra admitting an abelian complex structure is necessarily solvable. On the other hand, we state a structure theorem for a Lie algebra admitting a periodic generalized derivation D Der(-1,1,1)(). © 2020 World Scientific Publishing Company.
estado: published
freetext keyword: derivations; generalized derivations; gradings on Lie algebras; Lie algebras
has funding vehicle: UASLP-CA-228
type: Article
most specific type: Document
has publication venue: Journal of Algebra and its Applications
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RDF description of Generalized derivations and some structure theorems for Lie algebras - http://orbis.uaslp.mx/vivo/individual/scopus5824
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date: 2026-08-27T07:13:46
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Journal of Algebra and its Applications
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