Invariants of t-structures and classification of nullity classes

Abstract

We construct an invariant of t-structures on the derived category of a Noetherian ring. This invariant is complete when restricting to the category of quasi-coherent complexes, and also gives a classification of nullity classes with the same restriction. On the full derived category of $\mathbb{Z}$ we show that the class of distinct t-structures do not form a set.

Cited by in corpus (2)

• Classifying Compactly generated t-structures on the derived category of a Noetherian ring
• Properties of cellular classes of chain complexes