Abstract
We determine the Zariski closure of the representations of the braid groups that factorize through the Birman-Wenzl-Murakami algebra, for generic values of the pa- rameters ;s . For ;s of modulus 1 and close to 1, we prove that these representations are unitarizable, thus deducing the topological closure of the image when in addition ;s are algebraically independent. MSC 2010 : 20F36, 20C99.
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