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Tannakian formalism for fiber functors over tensor categories
Published 10 Sep 2016 in math.CT | (1609.03023v1)
Abstract: In this paper we generalize Tannakian formalism to fiber functors over general tensor categories. We will show that (under some technical conditions) if the fiber functor has a section, then the source category is equivalent to the category of comodules over a Hopf algebra in the target category. We will also give a description of this Hopf algebra using the notion of framed objects.
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