Relative FP-injective and FP-flat complexes and their model structures
T Zhao, MA Pérez - Communications in Algebra, 2019 - Taylor & Francis
The present article studies homological and homotopical aspects of FP n-injective and FP n-
flat complexes, and describes homological dimensions associated to them. After …
flat complexes, and describes homological dimensions associated to them. After …
[图书][B] Introduction to abelian model structures and Gorenstein homological dimensions
MAP Bullones - 2016 - taylorfrancis.com
Introduction to Abelian Model Structures and Gorenstein Homological Dimensions provides
a starting point to study the relationship between homological and homotopical algebra, a …
a starting point to study the relationship between homological and homotopical algebra, a …
[引用][C] 由Frobenius 对产生的Hovey 三元组
刘硕 - 数学季刊, 2021 - sxjk.magtechjournal.com
A Hovey Triple Arising from a Frobenius Pair Page 1 Chin. Quart. J. of Math. 2021, 36(2):
176–187 A Hovey Triple Arising from a Frobenius Pair LIU Shuo (College of Information …
176–187 A Hovey Triple Arising from a Frobenius Pair LIU Shuo (College of Information …
Gorenstein homological dimensions and abelian model structures
M Pérez - arXiv preprint arXiv:1212.1517, 2012 - arxiv.org
We construct new complete cotorsion pairs in the categories of modules and chain
complexes over a Gorenstein ring $ R $, from the notions of Gorenstein homological …
complexes over a Gorenstein ring $ R $, from the notions of Gorenstein homological …
[PDF][PDF] A Hovey Triple Arising from a Frobenius Pair
S LIU - Chinese Quarterly Journal of Mathematics, 2021 - sxjk.magtechjournal.com
A Hovey Triple Arising from a Frobenius Pair Page 1 Chin. Quart. J. of Math. 2021, 36(2):
176–187 A Hovey Triple Arising from a Frobenius Pair LIU Shuo (College of Information …
176–187 A Hovey Triple Arising from a Frobenius Pair LIU Shuo (College of Information …
Adjointness properties for relative extensions of disk and sphere chain complexes
M Pérez - arXiv preprint arXiv:1408.3788, 2014 - arxiv.org
We study the subgroup $\mathcal {E} xt^ i_ {\mathcal {C}}(\mathcal {F}; C, D) $ of $\mathcal
{E} xt^ i_ {\mathcal {C}}(C, D) $ formed by those $ i $-extensions of $ C $ by $ D $ in an …
{E} xt^ i_ {\mathcal {C}}(C, D) $ formed by those $ i $-extensions of $ C $ by $ D $ in an …
[引用][C] RELATION ENTRE LES STRUCTURES ABÉLIENNES DE MODÈLES ET LES DIMENSIONS HOMOLOGIQUES DE GORENSTEIN
MAP BULLONES - 2014