| 反群及其结构 |
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| 引用本文： | 徐斌.反群及其结构[J].玉溪师范学院学报,2008,24(12):56-58. |
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| 作者姓名： | 徐斌 |
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| 作者单位： | 思茅师范高等专科学校数学系,云南,普洱,665000 |
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| 摘 要： | 定义了两种代数结构反群和亚环,并对其结构进行了研究,得到:一个反群能诱导出一个交换群,这使得交换群的构作有了新的途径,也增进了对交换群结构的认识;再者亚环上可以造出结合律和分配律,从而又可开展一系列新的代数结构.
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| 关 键 词： | 反群 亚环 诱导 代数结构 |
Opp-Group and Its Structure |
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| XU Bin.Opp-Group and Its Structure[J].Journal of Yuxi Teachers' College,2008,24(12):56-58. |
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| Authors: | XU Bin |
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| Institution: | XU Bin(Mathematics Dept.,Simao Teachers\' College,Pu\'er,Yunnan 665000) |
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| Abstract: | This article defined two types of algebraic structure,Opp-Group and Quasi-Ring,and analyzed their structure.The article found out that an Opp-Group can introduce an abelian group,which means a new method to producing abelian group while improving our understanding of the abelian group.Besides,the Quasi-Ring can lead to the associative law and distributive law.Consequently,various algebraic structures can be developed. |
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| Keywords: | Opp-Group Quasi-Ring Introduction Algebraic Structure |
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