학술저널
ON NILPOTENT-DUO RINGS
- 충청수학회
- Journal of the Chungcheong Mathematical Society
- Volume 32, No. 4
-
2019.11401 - 408 (8 pages)
- 4

A ring R is called right (resp., left) nilpotent-duo if N (R)a ⊆ aN (R) (resp., aN (R) ⊆ N (R)a) for every a ∈ R, where N (R) is the set of all nilpotents in R. In this article we provide other proofs of known results and other computations for known examples in relation with right nilpotent-duo property. Furthermore we show that the left nilpotent-duo property does not go up to a kind of matrix ring.
1. Other proofs for results
2. Computations and examples
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