Unbounded derived categories of small and big modules: Is the natural functor fully faithful?
L Positselski, OM Schnürer - Journal of Pure and Applied Algebra, 2021 - Elsevier
Consider the obvious functor from the unbounded derived category of all finitely generated
modules over a left noetherian ring R to the unbounded derived category of all modules. We …
modules over a left noetherian ring R to the unbounded derived category of all modules. We …
Unbounded derived categories of small and big modules: Is the natural functor fully faithful?
L Positselski, OM Schnürer - arXiv e-prints, 2020 - ui.adsabs.harvard.edu
Consider the obvious functor from the unbounded derived category of all finitely generated
modules over a left noetherian ring $ R $ to the unbounded derived category of all modules …
modules over a left noetherian ring $ R $ to the unbounded derived category of all modules …
Unbounded derived categories of small and big modules: Is the natural functor fully faithful?
L Positselski, OM Schnürer - arXiv preprint arXiv:2003.11261, 2020 - arxiv.org
Consider the obvious functor from the unbounded derived category of all finitely generated
modules over a left noetherian ring $ R $ to the unbounded derived category of all modules …
modules over a left noetherian ring $ R $ to the unbounded derived category of all modules …
[引用][C] Unbounded derived categories of small and big modules: Is the natural functor fully faithful?
L Positselski, OM Schnürer - Journal of Pure and Applied Algebra, 2021 - elibrary.ru