F-CS-Rickart Modules
J Kaewwangsakoon - 2017 - cuir.car.chula.ac.th
… – CS–Rickart modules and F –dual-CS– Rickart modules are … -CS– Rickart modules and F
-dual-CS-Rickart modules can … other one is a CS-Rickart module (dual-CS-Ruckart module). …
-dual-CS-Rickart modules can … other one is a CS-Rickart module (dual-CS-Ruckart module). …
Dual CS-Rickart modules over Dedekind domains
R Tribak - Algebras and Representation Theory, 2020 - Springer
… We study d-CS-Rickart modules (ie modules M such that for every … CS-Rickart modules
over discrete valuation rings is fully determined. It is also shown that for a d-CS-Rickart R-module …
over discrete valuation rings is fully determined. It is also shown that for a d-CS-Rickart R-module …
[PDF][PDF] Rickart modules determined by preradicals Z (·) and δ (·)
B Ungor, A Harmanci - Ştiinţ. Univ. Al. I. Cuza Iaşi. Math, 2016 - math.uaic.ro
… is to define Z(M)-inverse split modules and δ(M)-inverse split modules, and investigate their
properties in Section 3 and Section 4, respectively. A module M being Z(M)-inverse split or δ(…
properties in Section 3 and Section 4, respectively. A module M being Z(M)-inverse split or δ(…
Modules close to SSP-and SIP-modules
… SIP, SSP and CS-Rickart modules. We give equivalent conditions for SIP and SSP modules;
… if and only if RR is SIP and every right R-module has a SIP-cover. We also prove that R is a …
… if and only if RR is SIP and every right R-module has a SIP-cover. We also prove that R is a …
[PDF][PDF] The notion of Rickart module was introduced in [11] as a generalization of the rings with the same name. A module M is N-Rickart if Ker ϕ is a direct summand
M MEDINA-BÁRCENAS - medinabarcenas.com
… the module need not to be a (semiprime) Goldie module. I would like to find the conditions
which characterize those modules … On the other hand, since we are working with modules, it is …
which characterize those modules … On the other hand, since we are working with modules, it is …
[PDF][PDF] Modules close to SSP-and SIP-modules
… SIP, SSP and CS-Rickart modules. We give equivalent conditions for SIP and SSP modules;
… if and only if RR is SIP and every right R-module has a SIP-cover. We also prove that R is a …
… if and only if RR is SIP and every right R-module has a SIP-cover. We also prove that R is a …
Modules close to SSP-and SIP-modules
… SIP, SSP and CS-Rickart modules. We give equivalent conditions for SIP and SSP modules;
… if and only if RR is SIP and every right R-module has a SIP-cover. We also prove that R is a …
… if and only if RR is SIP and every right R-module has a SIP-cover. We also prove that R is a …
Modules close to SSP-and SIP-modules
… SIP, SSP and CS-Rickart modules. We give equivalent conditions for SIP and SSP modules;
… if and only if RR is SIP and every right R-module has a SIP-cover. We also prove that R is a …
… if and only if RR is SIP and every right R-module has a SIP-cover. We also prove that R is a …
An approach to extending modules via homomorphisms
T Amouzegar - Algebraic Structures and Their Applications, 2022 - as.yazd.ac.ir
… Two papers [1] and [3] generalized the ACS-ring concept to modules in the same ways. In
[1], the authors used the terminology “ CS-Rickart” for this generalization. Unfortunately, at the …
[1], the authors used the terminology “ CS-Rickart” for this generalization. Unfortunately, at the …
Purely Rickart and dual purely Rickart objects in Grothendieck categories
SE Toksoy - Mediterranean Journal of Mathematics, 2021 - Springer
… notion of purely Baer modules and purely Rickart modules were introduced and studied by
Atani, Khoramdel, and Pishhesari [5]. The notions of (dual) purely Rickart modules were also …
Atani, Khoramdel, and Pishhesari [5]. The notions of (dual) purely Rickart modules were also …