ANOTHER CONSTRUCTION OF ALLISON'S GRADED LIE ALGEBRAS OBTAINED FROM STRUCTURABLE ALGEBRAS
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概要
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An explicit construction of the Kantor's graded Lie algebra for a structurable algebra is given. We prove that the graded Lie algebra is isomorphic to the Allison's graded Lie algebra. Also we show that simplicity of a structurable algebra and that of the associated generalized Jordan triple system are equivalent.
- Yokohama City University and Yokohama National Universityの論文
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