Lidia Angeleri Hügel, Marcelo Lanzilotta, Jifen Liu, Sonia Trepode
Published 2024-11-05Version 1
We consider endomorphism algebras of $n$-term silting complexes in derived categories of hereditary algebras, and we show that the module category of such an endomorphism algebra has a separated $n$-section. For $n=3$ we obtain a trisection in the sense of [2].
On the radical of the module category of an endomorphism algebra
Image-extension-closed subcategories of module categories of hereditary algebras
From triangulated categories to module categories via localisation
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