《山东大学学报(理学版)》 ›› 2022, Vol. 57 ›› Issue (12): 92-95.doi: 10.6040/j.issn.1671-9352.0.2021.658
• • 上一篇
吴文涛1,王尧1,任艳丽2*
WU Wen-tao1, WANG Yao1, REN Yan-li2*
摘要: 给出feckly-约化环的等价刻画,研究了feckly-约化环与相关环的关系。
中图分类号:
[1] UNGOR B, GURGUN O, HALICIOGLU S. Feckly reduced rings[J]. Hacet J Math Stat, 2015, 44(2):375-384. [2] KWAK T K, LEE Y, OZCAN A C. On Jacobson and nil radical related to polynomial rings[J]. J Korean Math Soc, 2016, 53(2):415-431. [3] KOSAN M T, LEROY A, MATCZUK J. On UJ-rings[J]. Comm Algebra, 2018, 46(5):2297-2303. [4] CALUGAREANU G. UU rings[J]. Carpath J Math, 2015, 31(2):157-163. [5] MARKS G. A taxonomy of 2-primal rings[J]. J Algebra, 2003, 266:494-520. [6] CALCI M B, HALICIOGLU S, HARMANCI A. A class of J-quasipolar rings[J]. Mathematics, 2015, 97(3):463-496. [7] WAN L-Y. On weakly Abelian rings[J]. J Xinyang Normal University(Natur Sci), 2012, 25(3):285-288. [8] KWAK T K, LEE Y, OZCAN A C. On Jacobson and nil radicals related to polynomial rings[J]. J Korean Math Soc, 2016, 53(2):415-431. [9] KIM N K, LEE Y. Extensions of reversible rings[J]. J Pure Appl Algebra, 2003, 185(1):207-223. [10] PAYKAN, KAMAL. Skew inverse power series rings over a ring with projective socle[J]. Czech Math J, 2017, 67(2):389-395. [11] PAYKAN K, MOUSSAVI A. Study of skew inverse Laurent series rings[J]. J Algebra Appl, 2017, 16(12):1-29. [12] DORROH J L. Concerning adjunctions to algebras[J]. Bull Amer Math Soc, 1932, 38(2):85-88. [13] NAGATA M. Local rings[M]. New York: Interscience Publishers, 1962. |
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