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- W3087002446 abstract "We prove that for a large class of well-behaved cocomplete categories $mathcal C$ the weak and strong Drinfeld centers of the monoidal category $mathcal{E}$ of cocontinuous endofunctors of $mathcal{C}$ coincide. This generalizes similar results in the literature, where $mathcal{C}$ is the category of modules over a ring $A$ and hence $mathcal{E}$ is the category of $A$-bimodules." @default.
- W3087002446 created "2020-09-25" @default.
- W3087002446 creator A5076253324 @default.
- W3087002446 date "2020-09-19" @default.
- W3087002446 modified "2023-09-27" @default.
- W3087002446 title "Centers of categorified endomorphism rings" @default.
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