Modules close to SSP-and SIP-modules

S Crivei, SM Radu - Quaestiones Mathematicae, 2022 - Taylor & Francis

We study the transfer of (dual) relative CS-Rickart properties via functors between abelian
categories. We consider fully faithful functors as well as adjoint pairs of functors. We give …

被引用次数：3 相关文章所有 7 个版本

[PDF] arxiv.org

CS-Rickart and dual CS-Rickart objects in abelian categories

S Crivei, SM Radu - 2022 - projecteuclid.org

We introduce relative CS-Rickart objects in abelian categories, as common generalizations
of relative Rickart objects and extending objects. We study direct summands and (co) …

被引用次数：6 相关文章所有 6 个版本

[PDF] arxiv.org

Strongly CS-Rickart and dual strongly CS-Rickart objects in abelian categories

S Crivei, SM Radu - Communications in Algebra, 2022 - Taylor & Francis

We introduce (dual) strongly relative CS-Rickart objects in abelian categories, as common
generalizations of (dual) strongly relative Rickart objects and strongly extending (lifting) …

被引用次数：2 相关文章所有 4 个版本

[PDF] arxiv.org

CS-Baer and dual CS-Baer objects in abelian categories

S Crivei, DK Tütüncü, SM Radu… - Journal of Algebra and Its …, 2023 - World Scientific

We investigate relative CS-Baer objects in abelian categories in relationship with other
relevant classes of objects such as relative Baer objects, extending objects, objects having …

被引用次数：1 相关文章所有 5 个版本

[PDF] researchgate.net