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On Universal Vassiliev Invariants
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hep-thmath.QA
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invariantsuniversalvassilievanalyticassociatorcombinatorialdefinitiondefinitions
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Using properties of ordered exponentials and the definition of the Drinfeld associator as a monodromy operator for the Knizhnik-Zamolodchikov equations, we prove that the analytic and the combinatorial definitions of the universal Vassiliev invariants of links are equivalent.
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