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Results 1 - 2 of 2 |
1. CMB 2005 (vol 48 pp. 317)
| On Pseudo-Frobenius Rings It is proved here that a ring $R$ is right pseudo-Frobenius
if and only if $R $ is a right Kasch ring such that the second
right singular ideal is injective.
Categories:16D50, 16L60 |
2. CMB 1997 (vol 40 pp. 221)
| On semiregular rings whose finitely generated modules embed in free modules We consider rings as in the title and find the precise obstacle for them not
to be Quasi-Frobenius, thus shedding new light on an old open question in
Ring Theory. We also find several partial affirmative answers for that
question.
Categories:16D10, 16L60, 16N20 |

