关于(主)拟-Baer环性质的研究

11361063
2013
A0104.群与代数的结构
金海兰
地区科学基金项目
副教授
延边大学
40万元
固定环;(主)拟-Baer环;Morita不变性;斜群环;(左)右本质性
2014-01-01到2017-12-31
  • 中英文摘要
  • 结题摘要
  • 结题报告
  • 项目成果
  • 项目参与人
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序号 标题 类型 作者
1 Fixed Points and Common Fixed Points of Quasi-Con 期刊论文 Hailan Jin;Yongjie Piao
2 Ring structures concerning factorization modulo radicals 期刊论文 Hai-Lan Jin;Hong Kee Kim;Yang Lee
3 Insertion-of-factors-property with factors maximal ideals 期刊论文 Jin Hai-Lan;Jung Da Woon;Lee Yang;Ryu Sung Ju;Sung Hyo Jin;Yun Sang Jo
4 Baer special rings and reversibility 期刊论文 HAI-LAN JIN
5 Common fixed point theorems for two mappings with ψ-φ-contractive or expansive type conditions on complex-valued metric spaces 期刊论文 金海兰
6 The Some Properties of Skew Polynomial Rings 期刊论文 Hailan Jin;Qianqian Chu;Dan Li
7 Group action on quasi-Baer Rings 奖励 Hai Lan Jin;Jaekyung Doh;Jae Keol Park
8 On commutativity of skew polynomials at zero 期刊论文 Hai-Lan Jin;Fatma Kaynarca;Tai Keun Kwak;Yang Lee
9 The (Quasi-)Baerness of Skew Group Ring and Fixed Ring 期刊论文 H.L.Jin;Q.X.Zhao
10 The p.q.-Baer property of fixed rings under finite group action 期刊论文 Jin Hai-lan;Jin Ling
11 环的(主)拟-Baer性在Morita Context环的推广 期刊论文 金海兰;黄娟
12 The p.q.-Baer property of skew group rings under finite group action 期刊论文 JIN Hai-lan;Bo Li
13 Hailan Jin, Yongjie Piao. Four Mappings Satisfying Ψ-Contractive Type Condition and Having Unique Common Fixed Point on 2-Metric Spaces, 期刊论文 Hailan Jin;Yongjie Piao
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