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This paper contains some results that grew out of an attempt to Camillo-Krause conjecture: Is a ring $R$ right Noetherian if for each nonzero right ideal $I$ of $R$, $R/I$ is an Artinian right $R$-module?
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참고문헌 (13)
참고문헌 신청
A. N. Alahmadi / 2013 / PI-rings with Artinian proper cyclics are Noetherian / Int. Electron. J. Algebra 13:40~42
A. Al-Huzali / 1992 / Rings whose cyclics have finite Goldie dimension / J. Algebra 153(1):37~40
M. Behboodi / 2016 / Almost uniserial rings and modules / J. Algebra 446:176~187
V. Camillo / 2009 / Problem 12, Rings, modules and representations / Contemp. Math. 480:133~137
N. V. Dung / 1994 / Extending Modules / Pitman
A. Al-Huzali / 1992 / Rings whose cyclics have finite Goldie dimension / J. Algebra 153(1):37~40
M. Behboodi / 2016 / Almost uniserial rings and modules / J. Algebra 446:176~187
V. Camillo / 2009 / Problem 12, Rings, modules and representations / Contemp. Math. 480:133~137
N. V. Dung / 1994 / Extending Modules / Pitman
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