Coherent rings, fp-injective modules, dualizing complexes, and covariant Serre–Grothendieck duality
L Positselski - Selecta Mathematica, 2017 - Springer
For a left coherent ring A with every left ideal having a countable set of generators, we show
that the coderived category of left A-modules is compactly generated by the bounded …
that the coderived category of left A-modules is compactly generated by the bounded …
[引用][C] Coherent rings, fp-injective modules, dualizing complexes, and covariant Serre–Grothendieck duality
L Positselski - Selecta Mathematica, New Series, 2017 - elibrary.ru
Coherent rings, fp-injective modules, dualizing complexes, and covariant Serre–Grothendieck duality
L Positselski - Selecta Mathematica, 2016 - infona.pl
For a left coherent ring A with every left ideal having a countable set of generators, we show
that the coderived category of left A-modules is compactly generated by the bounded …
that the coderived category of left A-modules is compactly generated by the bounded …
Coherent rings, fp-injective modules, dualizing complexes, and covariant Serre–Grothendieck duality
L Positselski - Selecta Mathematica, New Series, 2017 - dialnet.unirioja.es
For a left coherent ring A with every left ideal having a countable set of generators, we show
that the coderived category of left A-modules is compactly generated by the bounded …
that the coderived category of left A-modules is compactly generated by the bounded …
Coherent rings, fp-injective modules, dualizing complexes, and covariant Serre-Grothendieck duality
L Positselski - arXiv preprint arXiv:1504.00700, 2015 - arxiv.org
For a left coherent ring A with every left ideal having a countable set of generators, we show
that the coderived category of left A-modules is compactly generated by the bounded …
that the coderived category of left A-modules is compactly generated by the bounded …
Coherent rings, fp-injective modules, dualizing complexes, and covariant Serre-Grothendieck duality
L Positselski - arXiv e-prints, 2015 - ui.adsabs.harvard.edu
For a left coherent ring A with every left ideal having a countable set of generators, we show
that the coderived category of left A-modules is compactly generated by the bounded …
that the coderived category of left A-modules is compactly generated by the bounded …
[PDF][PDF] COHERENT RINGS, FP-INJECTIVE MODULES, DUALIZING COMPLEXES, AND COVARIANT SERRE–GROTHENDIECK DUALITY
L POSITSELSKI - positselski.narod.ru
For a left coherent ring A with every left ideal having a countable set of generators, we show
that the coderived category of left A-modules is compactly generated by the bounded …
that the coderived category of left A-modules is compactly generated by the bounded …