activity
20052026
most citedHigher Hopf formulae for homology via Galois Theory

73 citations · 151 across the 14 of their papers we have counts for

collaborators

14 papers

math.CT2026

Weak action representability of 2-nilpotent groups

Alessandro Dioguardi Burgio, Manuel Mancini, Tim Van der Linden

In this article, we investigate the representability of actions of the category of -nilpotent groups. We first provide an algebraic characterisati…

math.CT2024

A comparison between weakly protomodular and protomodular objects in unital categories

Xabier García-Martínez, Andrea Montoli, Diana Rodelo +1

We compare the concepts of protomodular and weakly protomodular objects within the context of unital categories. Our analysis demonstrates that these two notions are generally dist…

math.CT2021★ 1 cited

Intrinsic Schreier special objects

Andrea Montoli, Diana Rodelo, Tim Van der Linden

Motivated by the categorical-algebraic analysis of split epimorphisms of monoids, we study the concept of a special object induced by the intrinsic Schreier split epimorphisms in t…

math.CT2020★ 3 cited

Universal central extensions of internal crossed modules via the non-abelian tensor product

Davide di Micco, Tim Van der Linden

In the context of internal crossed modules over a fixed base object in a given semi-abelian category, we use the non-abelian tensor product in order to prove that an object is perf…

math.CT2019★ 1 cited

Compatible actions in semi-abelian categories

Davide di Micco, Tim Van der Linden

The concept of a pair of compatible actions was introduced in the case of groups by Brown and Loday and in the case of Lie algebras by Ellis. In this article we extend it to the co…

math.CT2019★ 2 cited

On the "three subobjects lemma" and its higher-order generalisations

Cyrille Sandry Simeu, Tim Van der Linden

We solve a problem mentioned in an article of Berger and Bourn: we prove that in the context of an algebraically coherent semi-abelian category, two natural definitions of the lowe…