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20132026
most citedEilenberg-Watts Theorem for 2-categories and quasi-monoidal structures for module categories over bialgebroid categories

4 citations · 7 across the 8 of their papers we have counts for

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math.QA2018

A bicategorical approach to actions of monoidal categories

Bojana Femić

We characterize in terms of bicategories actions of monoidal categories to representation categories of algebras. For that purpose we introduce cocycles in any 2-category $\K$ and…

math.QA2017★ 2 cited

Paired wreaths: towards a 2-categorical atlas of cross products

Bojana Femić

After we introduced biwreaths and biwreath-like objects in our previous paper, in the present one we define paired wreaths. In a paired wreath there is a monad and a comonad $F…

math.QA2017

Biwreaths: a self-contained system in a 2-category that encodes different known algebraic constructions and gives rise to new ones

Bojana Femić

We introduce bimonads in a 2-category $\K$ and define biwreaths as bimonads in the 2-category $\bEM(\K)$ of bimonads, in the analogous fashion as Lack and Street defined wreaths. A…

math.QA2015★ 4 cited

Eilenberg-Watts Theorem for 2-categories and quasi-monoidal structures for module categories over bialgebroid categories

Bojana Femić

We prove Eilenberg-Watts Theorem for 2-categories of the representation categories $\C\x\Mod$ of finite tensor categories $\C$. For a consequence we obtain that any autoequivalence…

math.QA2013

The Hopf automorphism group and the quantum Brauer group in braided monoidal categories

Bojana Femić

With the motivation of giving a more precise estimation of the quantum Brauer group of a Hopf algebra over a field we construct an exact sequence containing the quantum Bra…