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- W2417833718 abstract "For the 2-monad ((−) 2 ,I , C )o nCAT, with unit I described by identities and multiplication C described by composition, we show that a functor F : K 2 K satisfying FI K =1 K admits a unique, normal, pseudo-algebra structure for (−) 2 if and only if there is a mere natural isomorphism F · F 2 � F · CK. We show that when this is the case the set of all natural transformations F · F 2 F · CK formsa commutative monoid isomorphic to the centre of K." @default.
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- W2417833718 date "2002-01-01" @default.
- W2417833718 modified "2023-09-27" @default.
- W2417833718 title "COHERENCE FOR FACTORIZATION ALGEBRAS" @default.
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