164 citations · 1.4k across the 51 of their papers we have counts for
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math.CT2012★ 34 cited
A skew-duoidal Eckmann-Hilton argument and quantum categories
Stephen Lack, Ross Street
A general result relating skew monoidal structures and monads is proved. This is applied to quantum categories and bialgebroids. Ordinary categories are monads in the bicategory wh…
math.CT2012★ 3 cited
Morita contexts as lax functors
Stephen Lack
Monads are well known to be equivalent to lax functors out of the terminal category. Morita contexts are here shown to be lax functors out of the chaotic category with two objects.…
math.CT2012★ 32 cited
Skew monoidales, skew warpings and quantum categories
Stephen Lack, Ross Street
Kornel Szlachányi recently used the term skew-monoidal category for a particular laxified version of monoidal category. He showed that bialgebroids with base ring could be…