activity
20072023
most citedResolutions, higher extensions and the relative Mal'tsev axiom

21 citations · 42 across the 6 of their papers we have counts for

collaborators

6 papers

cond-mat.supr-con2023

Preparation and STM study of clean Nb(111) surfaces

Julia J. Goedecke, Maciej Bazarnik, Roland Wiesendanger

Niobium with its highest transition temperature among all elemental superconductors has become a favorable substrate for realizing well-defined low-dimensional magnet-superconducto…

cond-mat.supr-con2022

Correlation of Magnetism and Disordered Shiba Bands in Fe Monolayer Islands on Nb(110)

Julia J. Goedecke, Lucas Schneider, Yingqiao Ma +4

Two-dimensional (2D) magnet-superconductor hybrid systems are intensively studied due to their potential for the realization of 2D topological superconductors with Majorana edge mo…

math.CT2013

The fundamental group functor as a Kan extension

Tomas Everaert, Julia Goedecke, Tim Van der Linden

We prove that the fundamental group functor from categorical Galois theory may be computed as a Kan extension.

math.CT2012★ 21 cited

Resolutions, higher extensions and the relative Mal'tsev axiom

Tomas Everaert, Julia Goedecke, Tim Van der Linden

We study how the concept of higher-dimensional extension which comes from categorical Galois theory relates to simplicial resolutions. For instance, an augmented simplicial object…

math.AT2008★ 19 cited

On satellites in semi-abelian categories: Homology without projectives

Julia Goedecke, Tim Van der Linden

Working in a semi-abelian context, we use Janelidze's theory of generalised satellites to study universal properties of the Everaert long exact homology sequence. This results in a…

math.AT2007★ 2 cited

A comparison theorem for simplicial resolutions

Julia Goedecke, Tim Van der Linden

It is well known that Barr and Beck's definition of comonadic homology makes sense also with a functor of coefficients taking values in a semi-abelian category instead of an abelia…