nLab Harvey Wolff

Selected writings

Selected writings

On the construction of action monads as an adjoint functor from monoids to strong monads (all in the generality of enriched category theory):

Given a symmetric closed monoidal category VV, a VV-enriched category AA with underlying ordinary category A 0A_0 and a subcategory Σ\Sigma of A 0A_0 containing the identities of A 0A_0, H. Wolff defines the corresponding theory of a localization of an enriched category:

  • H. Wolff, VV-localizations and VV-triples, Dissertation, University of Illinois-Urbana, 1970.

  • H. Wolff, VV-localizations and VV-monads, J. Alg. 24, 405-438, 1973, MR310041, doi;

  • H. Wolff, V-localizations and VV-monads. II, Pacific J. Math. 63 (1976), no. 2, 579–589, MR412253, euclid;

  • H. Wolff, VV-localizations and VV-Kleisli algebras, Manuscripta Math. 16 (1975), no. 3, 203–228, MR382383, doi

On free monads:

category: people

Last revised on February 13, 2024 at 16:41:54. See the history of this page for a list of all contributions to it.