| 报告题目： | On the heredity of V-modules over noetherian nonsingular rings |
| 报 告 人： | Professor Dinh Van Huynh |
| Department of Mathematics，Ohio University，USA | |
| 报告时间： | 2013年12月17日(周二)上午10：00―11：00 |
| 报告地点： | 九龙湖数学系第一报告厅 |
| 相关介绍： | 摘要： A right module MR over a ring R is called a V-module if every simple right R-module is M-injective. A module NR is defined to be hereditary if every submodule of N is projective. With these concepts, our earlier result with H. Dinh and Ch. Hloston (2012) can be restated in the form: a V-module PR over a prime right noetherian ring R is hereditary if and only if RR is hereditary and P is R-projective. 报告人简介：硕士、博士毕业于Martin-Luther-University, Halle-Wittenberg (Germany). 现为Ohio University (USA) 数学系教授, 环论及其应用中心副主任, Journal of Algebra and Its Applications 编委, 研究方向为代数学中的环模理论, 已在Arch Math、 Comm. Algebra、Glasgow Math. J.、J. Algebra、J. Pure Appl. Algebra、Proc. Amer. Math. Soc、Proc. Edinburgh Math. Soc、Trans. Amer. Math. Soc.等数学杂志发表科研论文九十余篇. |
