Diego Manco

collaborators

3 papers

math.CT2025

Coherence for Pseudo Commutative Monads

Diego Manco

We prove that the free algebra functor associated to a symmetric, pseudo commutative 2-monad, from the underlying symmetric monoidal 2-category to the 2-category of algebras and ps…

math.KT2025

Frobenius and Verschiebung for $K$ -theory of endomorphisms

Sanjana Agarwal, Jonathan Campbell, Diego Manco +2

We show that the Frobenius and Verschiebung maps that are fundamental to Witt vectors lift to the reduced K-theory of endomorphisms. In particular, we define Frobenius and Verschie…

math.AT2023

A coherence theorem for pseudo symmetric multifunctors

Diego Manco

Yau defines the notion of pseudo symmetric $Cat$ -enriched multifunctor between $Cat$ -enriched multicategories and proves that Mandell's inverse $K$ -theory multifu…

Coherence for Pseudo Commutative Monads

Frobenius and Verschiebung for K-theory of endomorphisms

A coherence theorem for pseudo symmetric multifunctors

Frobenius and Verschiebung for $K$ -theory of endomorphisms