𝜏-tilting theory in abelian categories

Y Liu, P Zhou - Proceedings of the American Mathematical Society, 2022 - ams.org
Let $\mathcal {A} $ be a Hom-finite abelian category with enough projectives. In this note,
we show that any covariantly finite $\tau $-rigid subcategory is contained in a support $\tau …

-tilting theory in abelian categories

Y Liu, P Zhou - arXiv e-prints, 2020 - ui.adsabs.harvard.edu
Let $\mathcal A $ be a Hom-finite abelian category with enough projectives. In this note, we
show that any covariantly finite $\tau $-rigid subcategory is contained in a support $\tau …

[PDF][PDF] τ-TILTING THEORY IN ABELIAN CATEGORIES

YU LIU, P ZHOU - AMERICAN MATHEMATICAL SOCIETY, 2022 - community.ams.org
Let A be a Hom-finite abelian category with enough projectives. In this note, we show that
any covariantly finite τ-rigid subcategory is contained in a support τ-tilting subcategory. We …

-tilting theory in abelian categories

Y Liu, P Zhou - arXiv preprint arXiv:2010.14869, 2020 - arxiv.org
Let $\mathcal A $ be a Hom-finite abelian category with enough projectives. In this note, we
show that any covariantly finite $\tau $-rigid subcategory is contained in a support $\tau …

[PDF][PDF] τ-TILTING THEORY IN ABELIAN CATEGORIES

YU LIU, P ZHOU - arXiv preprint arXiv:2010.14869, 2020 - researchgate.net
Let A be a Hom-finite abelian category with enough projectives. In this note, we show that
any covariantly finite τ-rigid subcategory is contained in a support τ-tilting subcategory. We …

[PDF][PDF] τ-TILTING THEORY IN ABELIAN CATEGORIES

YU LIU, P ZHOU - AMERICAN MATHEMATICAL SOCIETY, 2022 - ams.org
Let A be a Hom-finite abelian category with enough projectives. In this note, we show that
any covariantly finite τ-rigid subcategory is contained in a support τ-tilting subcategory. We …