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arXiv 1208.4466math-phmath.DGmath.MPmath.QAmath.RA
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关于n=8的度量超复群交错弹性代数的分类

On the classification of metric hypercomplex group alternative-elastic algebras for n=8

K. V. Andreev

摘要:

在本文中,考虑了对n=8的注释4(arXiv:1202.0941)的澄清。在这方面,对下列问题作出答复。1.如何对n=8的度量超复正交群交错弹性代数进行分类?2.如何将度量超复正交群交错弹性代数与n=8的对称控制旋量联系起来?3.如何在技术上构造n=8的对称控制旋量?4.八元数属于什么类,如何描述它?

英文摘要:

In this article, the clarification to Note 4 (arXiv:1202.0941) for n=8 is considered. In this connection, answers to the following questions are given. 1. How to classify the metric hypercomplex orthogonal group alternative-elastic algebras for n=8? 2. How to associate the metric hypercomplex orthogonal group alternative-elastic algebra to the symmetric controlling spinor for n=8? 3. How technically to construct the symmetric controlling spinor for n=8? 4. What class does the octonion belong to, and how to describe its?

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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