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Conjugacy results for the Lie algebra si_2 over an algebra which is a UFD

机译:在一个代数上的谎言代数Si_2的缀合物结果是UFD的

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Let F be a field of characteristic not 2 and assume all algebras are over F. We establish several conjugacy theorems for the special linear Lie algebra sfe over an F-algebra which is a UFD. We find the structure of the full automorphism group as well as conditions for when two such algebras are isomorphic. The structure of theii derivation algebras is also discussed Often we work with more general coordinates when this is feasible.
机译:让F成为特征的领域而不是2,并且假设所有代数都超过F.我们在FFD的F-Algebra上建立了特殊线性Lie代数SFE的若干缀合理定理。我们发现完整的万态体组的结构以及两个这样的代数是同性的条件。还讨论了TheII推导代数的结构,通常我们在这是可行的时,我们使用更一般的坐标。

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