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矩阵代数的Kadison-Singer格的分类
董瑷菊1; 侯成军2; 谭君3
2011
Source Publication数学学报
ISSN0583-1431
Volume054Issue:002Pages:333
Abstract研究了矩阵代数M_n(C)的KS格,证明了每个生成M_3(C)的KS格都相似于(?)_0或I-(?)_0,其中(?)_0为M_3(C)的一个极大对角投影套和一个赋值全非零的秩1投影所生成的KS格,从而M_3(C)的对角平凡的KS代数都是4维的.同时,还给出了几个生成M_4(C)但非同构的KS格的例子.
Language英语
Document Type期刊论文
Identifierhttp://ir.amss.ac.cn/handle/2S8OKBNM/46425
Collection中国科学院数学与系统科学研究院
Affiliation1.西安文理学院
2.曲阜师范大学
3.中国科学院数学与系统科学研究院
Recommended Citation
GB/T 7714
董瑷菊,侯成军,谭君. 矩阵代数的Kadison-Singer格的分类[J]. 数学学报,2011,054(002):333.
APA 董瑷菊,侯成军,&谭君.(2011).矩阵代数的Kadison-Singer格的分类.数学学报,054(002),333.
MLA 董瑷菊,et al."矩阵代数的Kadison-Singer格的分类".数学学报 054.002(2011):333.
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