Some examples of $t$-structures for finite-dimensional algebras

Abstract

We describe the heart of the canonical $t$-structure on the perfect derived category of a strictly positive graded algebra as the module category over the quadratic dual. Applying this result we obtain examples showing new phenomena on $t$-structures on derived categories of finite-dimensional algebras.

Comment added: Theorem 4.1 generalises [30,Theorem 39]

References in corpus (2)

• Derived equivalences for hereditary Artin algebras
• Some examples of silted algebras of Dynkin type