We show, for a monad T, that coalgebra structures on a T-algebra can be described in terms of ‘braidings’, provided that the monad is equipped with an invertible distributive law satisfying the Yang-Baxter equation.
Coalgebras, braidings, and distributive laws / S. Kasangian, S. Lack, E. Vitale. - In: THEORY AND APPLICATIONS OF CATEGORIES. - ISSN 1201-561X. - 13:8(2004), pp. 129-146.
Coalgebras, braidings, and distributive laws
S. KasangianPrimo
;
2004
Abstract
We show, for a monad T, that coalgebra structures on a T-algebra can be described in terms of ‘braidings’, provided that the monad is equipped with an invertible distributive law satisfying the Yang-Baxter equation.File in questo prodotto:
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