Model structures and recollements induced by duality pairs
W Chen, L Li, Y Rao - arXiv preprint arXiv:2108.00140, 2021 - arxiv.org
We give some equivalent characterizations of $\mathcal {GP} $, the class of Gorenstein
$(\mathcal {L},\mathcal {A}) $-projective modules, and construct some model structures …
$(\mathcal {L},\mathcal {A}) $-projective modules, and construct some model structures …
Model structures and recollements induced by duality pairs
W Chen, L Zhao, Y Rao - 대한수학회보, 2023 - kiss.kstudy.com
Let $(\mathcal {L},\mathcal {A}) $ be a complete duality pair. We give some equivalent
characterizations of Gorenstein $(\mathcal {L},\mathcal {A}) $-projective modules and …
characterizations of Gorenstein $(\mathcal {L},\mathcal {A}) $-projective modules and …
[引用][C] Model structures and recollements induced by duality pairs
W Chen, L Zhao, Y Rao - 대한수학회보, 2023 - dbpia.co.kr
Let $(\mathcal {L},\mathcal {A}) $ be a complete duality pair. We give some equivalent
characterizations of Gorenstein $(\mathcal {L},\mathcal {A}) $-projective modules and …
characterizations of Gorenstein $(\mathcal {L},\mathcal {A}) $-projective modules and …
Model structures and recollements induced by duality pairs
W Chen, L Li, Y Rao - 2023 - bkms.kms.or.kr
Let $(\mathcal {L},\mathcal {A}) $ be a complete duality pair. We give some equivalent
characterizations of Gorenstein $(\mathcal {L},\mathcal {A}) $-projective modules and …
characterizations of Gorenstein $(\mathcal {L},\mathcal {A}) $-projective modules and …
Model structures and recollements induced by duality pairs
W Chen, L Li, Y Rao - arXiv e-prints, 2021 - ui.adsabs.harvard.edu
We give some equivalent characterizations of $\mathcal {GP} $, the class of Gorenstein
$(\mathcal {L},\mathcal {A}) $-projective modules, and construct some model structures …
$(\mathcal {L},\mathcal {A}) $-projective modules, and construct some model structures …