数学与计算机科学 |
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微分多项式环的半交换性和对称性 |
任艳丽1, 张玖琳2, 王尧2 |
1. 南京晓庄学院 数学与信息技术学院, 江苏 南京 211171; 2. 南京信息工程大学 数学与统计学院, 江苏 南京 210044 |
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The semicommutativity and symmetry of differential polynomial rings |
REN Yanli1, ZHANG Jiulin2, WANG Yao2 |
1. School of Mathematics and Information Technology, Nanjing Xiaozhuang University, Nanjing 211171, China; 2. School of Mathematics and Statistics, Nanjing University of Information Science and Technology, Nanjing 210044, China |
[1] KIM H K, KIM N K, JEONG M S, et al. On conditions provided by nilradicals[J]. J Korean Math Soc,2009,46(5):1027-1040. [2] XIE Xue. Some results on J-semicommutative rings[J]. Mathematical Theory and Applications,2012,32(2):26-32. [3] OUYANG Lunqun, CHEN Huanyin. On weak symmetric rings[J]. Comm Algebra,2010,38(2):697-713. [4] WEI Junchao. Generalized weakly symmetric rings[J]. J Pure Appl Algebra,2014,218(9):1594-1603. [5] NASR-ISFAHANI A R, MOUSSAVI A. A generalization of reduced rings[J]. J Algebra Appl,2012,11(4):1250070.1-1250070.30. [6] MOHAMMADI R, MOUSSAVI A, ZAHIRI M. On weak zip skew polynomial rings[J]. Asian European J Math,2012,5(3):3901-3917. [7] OUYANG Lunqun. Ore extensions of weak zip rings[J]. Glasgow Math J,2009,51(3):525-537. [8] GHALANDARZADEH S, KHORAMDEL M. On weak McCoy rings[J]. Thai J Math,2008,6(2):337-342. [9] CHEN Weixing. On nil-semicommutative rings[J]. Thai J Math,2011,9(1):39-47. [10] CHEN Weixing, CUI Shuying. On weakly semicommutative rings[J]. Communications in Mathematical Research,2011,27(2):179-192. [11] MOHAMMADI R, MOUSSAVI A, ZAHIRI M. Weak McCoy Ore extensions[J]. Int Math Forum,2011,6(2):75-86. |
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