Coherence relative to a weak torsion class
Z Zhu - Czechoslovak Mathematical Journal, 2018 - Springer
Let R be a ring. A subclass T of left R-modules is called a weak torsion class if it is closed
under homomorphic images and extensions. Let T be a weak torsion class of left R-modules …
under homomorphic images and extensions. Let T be a weak torsion class of left R-modules …
Coherence relative to a weak torsion class
Z Zhu - Czechoslovak Mathematical Journal, 2018 - eudml.org
Abstract top Let R be a ring. A subclass 𝒯 of left R-modules is called a weak torsion class if it
is closed under homomorphic images and extensions. Let 𝒯 be a weak torsion class of left R …
is closed under homomorphic images and extensions. Let 𝒯 be a weak torsion class of left R …
Coherence relative to a weak torsion class
Z Zhu - Czechoslovak Mathematical Journal, 2018 - articles.math.cas.cz
Let $ R $ be a ring. A subclass $\mathcal {T} $ of left $ R $-modules is called a weak torsion
class if it is closed under homomorphic images and extensions. Let $\mathcal {T} $ be a …
class if it is closed under homomorphic images and extensions. Let $\mathcal {T} $ be a …
Coherence relative to a weak torsion class
Z Zhu - Czechoslovak Mathematical Journal, 2018 - dml.cz
Let $ R $ be a ring. A subclass $\mathcal {T} $ of left $ R $-modules is called a weak torsion
class if it is closed under homomorphic images and extensions. Let $\mathcal {T} $ be a …
class if it is closed under homomorphic images and extensions. Let $\mathcal {T} $ be a …
Coherence relative to a weak torsion class
Z Zhu - Czechoslovak Mathematical Journal, 2018 - articles.math.cas.cz
Let $ R $ be a ring. A subclass $\mathcal {T} $ of left $ R $-modules is called a weak torsion
class if it is closed under homomorphic images and extensions. Let $\mathcal {T} $ be a …
class if it is closed under homomorphic images and extensions. Let $\mathcal {T} $ be a …