Derivations of Skew PBW-Extensions 被引量：2

导出

摘要 The paper contains a classification of derivations of skew PBW-extensions of rings.

作者 V.A.Artamonov

机构地区 Department of Algebra

出处《Communications in Mathematics and Statistics》 SCIE 2015年第4期449-457,共9页 数学与统计通讯（英文）

基金 I thank a referee for his very useful remarks.Research is partially supported by Grant HERMES CODE 26872,Departamento de Matemticas,Universidad Nacional de Colombia,Bogotá.

关键词 DERIVATIONS Skew polynomial extensions PBW-extensions

分类号 O15 [理学—基础数学]

引文网络
相关文献

同被引文献2

1杜先能.关于半交换环与强正则环[J].Journal of Mathematical Research and Exposition,1994,14(1):57-60. 被引量：4
2Viacheslav Artamonov,Oswaldo Lezama,William Fajardo.Extended Modules and Ore Extensions[J].Communications in Mathematics and Statistics,2016,4(2):189-202. 被引量：3

引证文献2

1Armando Reyes,Hector Suarez.Radicals and Kothe’s Conjecture for Skew PBW Extensions[J].Communications in Mathematics and Statistics,2021,9(2):119-138.
2Armando Reyes,Camilo Rodriguez.The McCoy Condition on Skew Poincaré-Birkhoff-Witt Extensions[J].Communications in Mathematics and Statistics,2021,9(1):1-21.

1Beilei GAO,Gaixia WANG.Central Reflexive Rings with an Involution[J].Journal of Mathematical Research with Applications,2020,40(2):119-126.
2Qi Lou,Sei-Qwon Oh,Shengqiang Wang.Poisson double extensions[J].Science China Mathematics,2020,63(4):701-720.

Communications in Mathematics and Statistics

2015年第4期

浏览历史

内容加载中请稍等...

Derivations of Skew PBW-Extensions 被引量：2

同被引文献2

引证文献2

相关作者

相关机构

相关主题

浏览历史