We found a match
Your institution may have access to this item. Find your institution then sign in to continue.
- Title
The p-order of topological triangulated categories.
- Authors
Schwede, Stefan
- Abstract
The p-order of a triangulated category is an invariant that measures ‘how strongly’ p annihilates objects of the form Y/p. In this paper, we show that the p-order of a topological triangulated category is at least p−1; here we call a triangulated category topological if it admits a model as a stable cofibration category. Our main new tools are enrichments of cofibration categories by Δ-sets; in particular, we generalize the theory of ‘framings’ (or ‘cosimplicial resolutions’) from model categories to cofibration categories.
- Subjects
TOPOLOGY; TRIANGULATED categories; MODEL categories (Mathematics); MATHEMATICAL analysis; HOMOTOPY theory
- Publication
Journal of Topology, 2013, Vol 6, Issue 4, p868
- ISSN
1753-8416
- Publication type
Article
- DOI
10.1112/jtopol/jtt018