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Monodromie algebrique des groupes d'Artin diedraux

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Type
Preprint
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arXiv ID: math/0502115
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arXiv
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Abstract

Towards the study of the representation theory of any dihedral Artin group B, we build rational morphisms from B to the group of invertible elements of the associated infinitesimal braids algebra. For this we build analogues of Drinfeld associators, in rank 2 for arbitrary dihedral symmetries of the plane.

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