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Lie algebras with S-4-action and structurable algebras

机译:具有S-4作用的李代数和可构代数

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摘要

The normal symmetric triality algebras (STA's) and the normal Lie related triple algebras (LRTNs) have been recently introduced by the second author, in connection with the principle of triality. It turns out that the unital normal LRTA's are precisely the structurable algebras extensively studied by Allison. It will be shown that the normal STA's (respectively LRTA's) are the algebras that coordinatize those Lie algebras whose automorphism group contains a copy of the alternating (respectively symmetric) group of degree 4. (c) 2006 Elsevier Inc. All rights reserved.
机译:第二作者最近结合试用原理引入了正态对称性的代数(STA's)和正态李相关的三重代数(LRTN)。事实证明,单位正态LRTA正是艾里森广泛研究的可构造代数。将显示正常STA(分别是LRTA)是协调那些自同构群包含4级交替(分别对称)群副本的Lie代数的代数。(c)2006 Elsevier Inc.保留所有权利。

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