关于L P-内射模与LP-平坦模

周德旭 - 福建师范大学学报: 自然科学版, 1999 - cqvip.com
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ℒ-Injective Hulls of Modules

L Mao, N Ding - Bulletin of the Australian Mathematical Society, 2006 - cambridge.org
Let R be a ring and ℒ a class of R-modules. An R-module N is called ℒ-injective if for all L∈
ℒ. An ℒ-injective hull of an R-module M is defined to be a homomorphism φ: M→ F with F ℒ …

Purity relative to classes of finitely presented modules

AR Mehdi - Journal of Algebra and Its Applications, 2013 - World Scientific
We investigate purities determined by classes of finitely presented modules including the
correspondence between purities for left and right modules. We show some cases where …

[HTML][HTML] 弱Gorenstein X-投(内) 射模

武新文 - Pure Mathematics, 2022 - hanspub.org
引入弱Gorenstein X-投(内) 射模, 讨论其基本同调性质, 证明在任意环R 上, 若lD (R)≤ 1,
则Gorenstein X-投(内) 射模类, 弱Gorenstein X-投(内) 射模类, Gorenstein 投(内) …

F-本质子模与F-多余子模

宋贤梅 - 数学杂志, 2012 - cqvip.com
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c-compactness in locally compact groups and paratopological groups

H Juárez-Anguiano, I Sánchez - Acta Mathematica Hungarica, 2017 - Springer
We study c-compactness in two cases. First, we obtain some subclasses of locally compact
groups where compactness and c-compactness coincide, and besides, a result due to …

Rings characterized by a class of modules

D Zhou - Communications in Algebra, 2005 - Taylor & Francis
Let ℒ be a class of right R-modules. The notions of ℒ-injectivity and ℒ-flatness are used to
investigate right ℒ-Noetherian rings, right ℒ-hereditary rings, and right ℒ-coherent rings. For …

On n--injective envelopes and n--projective covers

D Zhou, W Tong - Communications in Algebra, 2002 - Taylor & Francis
In this paper the n--injective (pre) envelopes and the n--projective (pre) covers are
investigated, which generalize and include some known envelopes and covers. Various …

相对满可缩模与Morita 对偶

张敏, 周德旭, 游艳艳 - 福建师范大学学报: 自然科学版, 2015 - cqvip.com
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The class of modules with projective cover

YH Guo - Journal of the Korean Mathematical Society, 2009 - koreascience.kr
J. Korean Math. Soc. 46 (2009), No. 1, pp. 51–58 Page 1 J. Korean Math. Soc. 46 (2009), No. 1,
pp. 51–58 THE CLASS OF MODULES WITH PROJECTIVE COVER YONGHUA GUO …