10 citations · 10 across the 3 of their papers we have counts for
4 papers
Commuting categories for blocks and fusion systems
Adam Glesser, Markus Lickelmann
We extend the notion of a commuting poset for a finite group to p-blocks and fusion systems, and we generalize a result, due originally to Alperin and proved independently by Aschb…
Fusion systems on small p-groups
David A. Craven, Adam Glesser
In this article we study several classes of `small' 2-groups: we complete the classification, started in [Stancu, 2006], of all saturated fusion systems on metacyclic p-groups for…
Sparse fusion systems
Adam Glesser
We define sparse saturated fusion systems and show that, for odd primes, sparse systems are constrained. This simplifies the proof of the Glauberman-Thompson p-nilpotency theorem f…
Tate's and Yoshida's theorem on control of transfer for fusion systems
Antonio Diaz, Adam Glesser, Sejong Park +1
We prove analogues of results of Tate and Yoshida on control of transfer for fusion systems. This requires the notions of -group residuals and transfer maps in cohomology for fu…