We study the class of virtually uniserial modules and rings as a nontrivial generalization of
uniserial modules and rings. An R-module M is virtually uniserial if for every finitely …

A ring R is called left k-cyclic if every left R-module is a direct sum of indecomposable
modules which are homomorphic image of R k R. In this paper, we give a characterization of …

We introduce and study a nontrivial generalization of uniserial modules and rings. A module
is called weakly uniserial if its submodules are comparable regarding embedding. Also, a …

An $ R $-module $ M $ is called virtually uniserial if for every finitely generated submodule
$0\neq K\subseteq M $, $ K/$ Rad $(K) $ is virtually simple. In this paper, we generalize …

The present paper is a sequel to our previous work on almost uniserial rings and modules,
which appeared in the Journal of Algebra in 2016; it studies rings over which every (left and …

An R− module M is called almost uniserial if any two non-isomorphic submodules of M are
comparable. A ring R is an almost left uniserial ring if RR is almost uniserial. In this paper …

In this paper we study almost uniserial rings and modules. An R− module M is called almost
uniserial if any two nonisomorphic submodules are linearly ordered by inclusion. A ring R is …

Some remarks on Camillo-Krause conjecture - 대한수학회논문집 - 대한수학회 : 논문 - DBpia
메뉴 건너뛰기 DBpia 전체 search 검색하기 상세검색 최근 검색 키워드가 없습니다. 최근 검색어 …