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Communications in Algebra Volume 20, 1992 - Issue 8
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Original Articles

Characterisations of generalised un i serial rings in terms of factor rings

N. Vanaja Department of Mathematics, University of Bombay, Bombay, 400 098, India
&
Vandana M. Purav Department of Mathematics, Arts and Commerce college, Ambernath, 421501, India
Pages 2253-2270 | Received 01 Jun 1991, Published online: 27 Jun 2007

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Read on this site (6)

Xuan Hau Nguyen & Yiqiang Zhou. (2018) Rings whose cyclic modules are lifting and ⊕-supplemented. Communications in Algebra 46:11, pages 4918-4927.
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Noyan Er & Nil Orhan Ertas. (2008) Lifting Modules with Indecomposable Decompositions. Communications in Algebra 36:2, pages 395-404.
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A. Çiğdem Özcan & Mustafa Alkan. (2006) Semiperfect Modules with Respect to a Preradical. Communications in Algebra 34:3, pages 841-856.
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GaryF. Birkenmeier, Jin Yong Kim & Jee Keol Park. (1999) When is the cs condition hereditary?. Communications in Algebra 27:8, pages 3875-3885.
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N. Vanaja. (1996) All finitely generated M-subgenerated modules are extending. Communications in Algebra 24:2, pages 543-572.
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Herbert Kupisch. (1995) A characterization of nakayama rings. Communications in Algebra 23:2, pages 739-741.
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Articles from other publishers (10)

A. N. Abyzov & T. H. N. Nhan. (2014) CS-Rickart modules. Lobachevskii Journal of Mathematics 35:4, pages 317-326.
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Gary F. Birkenmeier, Jae Keol Park & S Tariq RizviGary F. Birkenmeier, Jae Keol Park & S. Tariq Rizvi. 2013. Extensions of Rings and Modules. Extensions of Rings and Modules 19 60 .
A. N. Abyzov & A. A. Tuganbaev. (2009) Submodules and direct summands. Journal of Mathematical Sciences 164:1, pages 1-20.
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A. A. Tuganbaev. (2008) Rings over which all modules are semiregular. Journal of Mathematical Sciences 154:2, pages 249-255.
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A. N. Abyzov. (2008) Weakly regular modules over normal rings. Siberian Mathematical Journal 49:4, pages 575-586.
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Yongduo Wang & Nanqing Ding. (2006) Generalized lifting modules. International Journal of Mathematics and Mathematical Sciences 2006, pages 1-9.
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Kiyoichi Oshiro. 2001. International Symposium on Ring Theory. International Symposium on Ring Theory 279 301 .
Dinh Van Huynh & S.Tariq Rizvi. (2000) On Some Classes of Artinian Rings. Journal of Algebra 223:1, pages 133-153.
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Derya Keskin, Patrick F Smith & Weimin Xue. (1999) Rings Whose Modules Are ⊕-Supplemented. Journal of Algebra 218:2, pages 470-487.
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Nguyen V. Dung & Patrick F. Smith. (1995) Rings for which certain modules are CS. Journal of Pure and Applied Algebra 102:3, pages 273-287.
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