The extensions of t-structures
Xiao-Wu Chen, Zengqiang Lin, Yu Zhou

TL;DR
This paper revisits Keller's result on extending t-structures, providing a detailed proof and exploring concepts like regular t-structures and global dimensions in hereditary contexts.
Contribution
It offers a detailed proof of Keller's result and discusses the roles of regular t-structures and global dimensions in hereditary cases.
Findings
Reformulation of Keller's extension result for t-structures
Introduction of regular t-structures in hereditary settings
Analysis of global dimensions related to t-structures
Abstract
We reformulate a result of Bernhard Keller on extensions of -structures and give a detailed proof. In the study of hereditary -structures, the notions of regular -structures and global dimensions arise naturally.
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Taxonomy
TopicsHomotopy and Cohomology in Algebraic Topology · Advanced Topology and Set Theory · Advanced Topics in Algebra
