A ring R is semiperfect if and only if, for every (cyclic) R-module Al, every maximal submodule has (ample) supplements in M. A non-local commutative domain R is h-local if and only if, for every (cyclic) torsion R-module Al, every maximal submodule of M has (ample) supplements in M
Abstract. Let U be a submodule of a module M. We call U a strongly lifting submodule of M if wheneve...
Abstract. Let R be a local ring of bounded module type. It is shown that R is an almost maximal valu...
Let M be a left modula over a ring R. M is called a Zelmanowitz-regular module if for each x E M the...
A ring R is semiperfect if and only if, for every (cyclic) R-module Al, every maximal submodule has ...
We study modules whose maximal submodules are supplements (direct summands). For a locally projectiv...
Over a general ring, an R-module is omega-supplemented if and only if amply omega-supplemented. It i...
In a recent paper by Wang and Ding, it was stated that any ring which is generalized supplemented as...
One proves that each almost local-global semihereditary ring has the stacked basis property and is a...
We characterize semiperfect modules, semiperfect rings, and per-fect rings using locally projective ...
Zöschinger studied modules whose radicals have supplements and called these modules radical suppleme...
It is shown that a local ring R of bounded module type is an almost maximal valuation ring if there ...
AmoduleM is⊕-supplemented if every submodule ofM has a supplement which is a direct summand ofM. In ...
Abstract. Let τM be any preradical for σ[M] and N any module in σ[M]. In [2], Al-Takhman, Lomp and W...
We characterize semiperfect modules, semiperfect rings, and perfect rings using locally projective c...
WOS: 000446897400008As a proper generalization of the modules with the properties (E) and (EE) that ...
Abstract. Let U be a submodule of a module M. We call U a strongly lifting submodule of M if wheneve...
Abstract. Let R be a local ring of bounded module type. It is shown that R is an almost maximal valu...
Let M be a left modula over a ring R. M is called a Zelmanowitz-regular module if for each x E M the...
A ring R is semiperfect if and only if, for every (cyclic) R-module Al, every maximal submodule has ...
We study modules whose maximal submodules are supplements (direct summands). For a locally projectiv...
Over a general ring, an R-module is omega-supplemented if and only if amply omega-supplemented. It i...
In a recent paper by Wang and Ding, it was stated that any ring which is generalized supplemented as...
One proves that each almost local-global semihereditary ring has the stacked basis property and is a...
We characterize semiperfect modules, semiperfect rings, and per-fect rings using locally projective ...
Zöschinger studied modules whose radicals have supplements and called these modules radical suppleme...
It is shown that a local ring R of bounded module type is an almost maximal valuation ring if there ...
AmoduleM is⊕-supplemented if every submodule ofM has a supplement which is a direct summand ofM. In ...
Abstract. Let τM be any preradical for σ[M] and N any module in σ[M]. In [2], Al-Takhman, Lomp and W...
We characterize semiperfect modules, semiperfect rings, and perfect rings using locally projective c...
WOS: 000446897400008As a proper generalization of the modules with the properties (E) and (EE) that ...
Abstract. Let U be a submodule of a module M. We call U a strongly lifting submodule of M if wheneve...
Abstract. Let R be a local ring of bounded module type. It is shown that R is an almost maximal valu...
Let M be a left modula over a ring R. M is called a Zelmanowitz-regular module if for each x E M the...
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