Model structures, n-Gorenstein flat modules and PGF dimensions
R El Maaouy - Proceedings of the Edinburgh Mathematical Society, 2024 - cambridge.org
Given a non-negative integer n and a ring R with identity, we construct a hereditary abelian
model structure on the category of left R-modules where the class of cofibrant objects …
model structure on the category of left R-modules where the class of cofibrant objects …
Corrigendum to “m-Periodic Gorenstein objects”[J. Algebra 621 (2023) 1–40]
Let (A, B) be a GP-admissible pair and (Z, W) be a GI-admissible pair of classes of objects in
an abelian category C, and consider the class π GP (ω, B, 1) of 1-periodic (ω, B)-Gorenstein …
an abelian category C, and consider the class π GP (ω, B, 1) of 1-periodic (ω, B)-Gorenstein …
Gorenstein -flat modules and weak global dimensions
V Becerril - arXiv preprint arXiv:2303.12955, 2023 - arxiv.org
In this paper we characterize the relative Gorenstein weak global dimension of the
generalized Gorenstein $\mathrm {FP} _n $-flat $ R $-modules and Projective Coresolved …
generalized Gorenstein $\mathrm {FP} _n $-flat $ R $-modules and Projective Coresolved …
Model structures, n-Gorenstein flat modules and PGF dimensions
RE Maaouy - arXiv preprint arXiv:2302.12905, 2023 - arxiv.org
Given a non-negative integer $ n $ and a ring $ R $ with identity, we construct an abelian
model structure on the category of left $ R $-modules where the class of cofibrant objects …
model structure on the category of left $ R $-modules where the class of cofibrant objects …
On the Triviality of Gorenstein -Modules
X Wang - Bulletin of the Iranian Mathematical Society, 2024 - Springer
Let (L, A) be a bi-complete duality pair. We consider when the relative Gorenstein modules
with respect to such a duality pair coincide with the classical homological modules. As …
with respect to such a duality pair coincide with the classical homological modules. As …