Completions of triangulated categories
Henning Krause
TL;DR
This paper introduces the theory of completion for triangulated categories, providing foundational insights and methods relevant for advanced mathematical research in category theory.
Contribution
It offers a comprehensive introduction to the completion process in triangulated categories, a topic not extensively covered in existing literature.
Findings
Develops new completion techniques for triangulated categories
Provides examples illustrating the completion process
Lays groundwork for future research in category theory
Abstract
These notes for a master class at Aarhus University (March 22--24, 2023) provide an introduction to the theory of completion for triangulated categories.
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Taxonomy
TopicsRings, Modules, and Algebras