Universal support for triangulated categories
Paul Balmer, Pablo S. Ocal
TL;DR
This paper revisits a result on the universal space supporting objects of a triangulated category, extending the understanding of such spaces without relying on tensor product structures.
Contribution
It provides a new perspective on the universal support space for triangulated categories without tensor products, building on Gratz and Stevenson's work.
Findings
Revised understanding of universal support spaces
Extension of results to non-tensor triangulated categories
Clarification of support properties in triangulated settings
Abstract
We revisit a result of Gratz and Stevenson on the universal space that carries supports for objects of a triangulated category, in the absence of a tensor product.
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Taxonomy
TopicsAlgebraic structures and combinatorial models · Homotopy and Cohomology in Algebraic Topology · Advanced Topics in Algebra