… submodule. Also we call N weak δ-coclosed in M if N has no proper δ-cosmall submodule
K … In this article, we show that every δ-supplement submodule of M is weak δ-coclosed in M …

… Next, we establish our general theorem on a bijective correspondence between sets of
coclosed elements induced by some special Galois connections. In order to obtain it, it is natural …

… on dimension modules. … coclosed submodules. We also characterize a UCC weakly
supplemented module in terms of coessential submodules of its submodules, coclosed submodules …

… kind of submodules, namely; ET-coessential and ETCoclosed submodules of M. Let T be a
… on essential (T-samll) submodule”, Second international conference for applied and pure …

… A submodule L ⊆ M is called coclosed in M if L has no proper … In general coclosed
submodules are coneat, [1]. Coneat submodules are coclosed if and only if R is left K-ring (ie, every …

… submodule and Large-coclosed submodule, for which some properties are also considered.
Let M be an R-module and K, N are submodules of … “On generalization of small submodule”. …

… small submodule of M/A. This definition originates in the necessity of treating not merely small
submodules of M but small submodules of … module, a coclosed submodule is nothing but a …

… the coclosed R-submodules of an M-cofaithful module N and the closed S-submodules of
HomR(… We show that there is a correspondence between the coclosed R-submodules of an M-…

… So, we get a coclosed submodule D such that B is superfluous in D. As N is an indecomposable
\(VD_{1}\) module, we get \(N \cong D\). Moreover, we get a surjective endomorphism, …