26 citations · 45 across the 7 of their papers we have counts for
8 papers
Derived functors of the divided power functors
Lawrence Breen, Roman Mikhailov, Antoine Touzé
Some minor changes to the exposition.
Derived functors of non-additive functors and homotopy theory
Lawrence Breen, Roman Mikhailov
We develop a functorial approach to the study of the homotopy groups of spheres and Moore spaces , based on the Curtis spectral sequence and the decomposition of Lie functo…
Differential Geometry of Gerbes and Differential Forms
Lawrence Breen
We discuss certain aspects of the combinatorial approach to the differential geometry of non-abelian gerbes, due to W. Messing and the author (arXiv:math.AG/0106083), and give a mo…
Notes on 1- and 2-gerbes
Lawrence Breen
These notes discuss in an informal manner the construction and some properties of 1- and 2-gerbes. They are mainly based on the author's previous work in this area, which is review…
Differential Geometry of Gerbes
Lawrence Breen, William Messing
We define in a global manner the notion of a connective structure for a gerbe on a space X. When the gerbe is endowed with trivializing data with respect to an open cover of X, we…
Combinatorial Differential Forms
Lawrence Breen, William Messing
We extend to a scheme-theoretic context the notion of a combinatorial differential form, due to A.Kock in the framework of synthetic differential geometry. We show that group-value…