Jordan Pairs and Hopf Algebras
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John R Faulkner
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Article
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2000
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Elsevier Science
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English
β 273 KB
A quadratic Jordan pair is constructed from a β«-ήβ¬graded Hopf algebra having divided power sequences over all primitive elements and with three terms in the β«-ήβ¬grading of the primitive elements. The notion of a divided power representation of a Jordan pair is introduced and the universal object is