Vol. 214, No. 1, 2004

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Jang-Ho Chun & Takeshi Kajiwara & Jong-Sook Lee

Abstract

Let g (resp. g) be a Lie algebra of dimension d 3 (resp. of finite dimension) over a field k of characteristic ≠2. We prove that g is isomorphic to g as Lie algebras over k if and only if the enveloping algebra U(g) of g is isomorphic to U(g) as k-algebras.

Authors
Jang-Ho Chun
Department of Mathematics
Yeungnam University
Kyongsan 712–749
Republic of Korea
Takeshi Kajiwara
Mathematical Institute
Tôhoku University
Sendai 980–77
Japan
Jong-Sook Lee
Department of Mathematics
Yeungnam University
Kyongsan 712–749
Republic of Korea