activity
20202026
most citedAn obstruction theory for strictly commutative algebras in positive characteristic

1 citations · 2 across the 5 of their papers we have counts for

collaborators

6 papers

math.CT2026

Enriched coalgebras are sometimes comonadic

Oisín Flynn-Connolly

We introduce an enriched notion of a coalgebra over an operad P in a symmetric monoidal V-category C. When C is semicartesian and P is unital, we construct a V-endofunctor on C ass…

cs.LO2026

Central Limits via Dilated Categories

Henning Basold, Oisín Flynn-Connolly, Chase Ford +1

The Central Limit Theorem (CLT) establishes that sufficiently large sequences of independent and identically distributed random variables converge in probability to a normal distri…

math.AT2024★ 1 cited

An obstruction theory for strictly commutative algebras in positive characteristic

Oisín Flynn-Connolly

This is the first in a sequence of articles exploring the relationship between commutative algebras and -algebras in characteristic and mixed characteristic. In this…

math.AT2023★ 1 cited

Higher order Massey products for algebras over algebraic operads

Oisín Flynn-Connolly, José M. Moreno-Fernández

We introduce higher-order Massey products for algebras over algebraic operads. This extends the work of Fernando Muro on secondary ones. We study their basic properties and behavio…

math.AT2022

A recognition principle for iterated suspensions as coalgebras over the little cubes operad

Oisín Flynn-Connolly, José M. Moreno-Fernández, Felix Wierstra

Our main result is a recognition principle for iterated suspensions as coalgebras over the little disks operads. Given a topological operad, we construct a comonad in pointed topol…

math.RA2020

Three Schur functors related to pre-Lie algebras

Vladimir Dotsenko, Oisín Flynn-Connolly

We give explicit combinatorial descriptions of three Schur functors arising in the theory of pre-Lie algebras. The first of them leads to a functorial description of the underlying…