Torsion pairs and filtrations in abelian categories with tilting objects
J Lo - Journal of Algebra and Its Applications, 2015 - World Scientific
Given a noetherian abelian k-category of finite homological dimension, with a tilting object T
of projective dimension 2, the abelian category and the abelian category of modules over …
of projective dimension 2, the abelian category and the abelian category of modules over …
Torsion pairs and filtrations in abelian categories with tilting objects
J Lo - arXiv preprint arXiv:1302.2991, 2013 - arxiv.org
Given a noetherian abelian category $\mathcal Z $ of homological dimension two with a
tilting object $ T $, the abelian category $\mathcal Z $ and the abelian category of modules …
tilting object $ T $, the abelian category $\mathcal Z $ and the abelian category of modules …
[PDF][PDF] TORSION PAIRS AND FILTRATIONS IN ABELIAN CATEGORIES WITH TILTING OBJECTS
J LO - arXiv preprint arXiv:1302.2991, 2013 - Citeseer
Given a noetherian abelian category Z of homological dimension two with a tilting object T,
the abelian category Z and the abelian category of modules over End (T) op are related by a …
the abelian category Z and the abelian category of modules over End (T) op are related by a …
Torsion pairs and filtrations in abelian categories with tilting objects
J Lo - arXiv e-prints, 2013 - ui.adsabs.harvard.edu
Given a noetherian abelian category $\mathcal Z $ of homological dimension two with a
tilting object $ T $, the abelian category $\mathcal Z $ and the abelian category of modules …
tilting object $ T $, the abelian category $\mathcal Z $ and the abelian category of modules …
Torsion pairs and filtrations in abelian categories with tilting objects.
J Lo - Journal of Algebra & Its Applications, 2015 - search.ebscohost.com
Given a noetherian abelian k-category Z of finite homological dimension, with a tilting object
T of projective dimension 2, the abelian category Z and the abelian category of modules …
T of projective dimension 2, the abelian category Z and the abelian category of modules …