| C~3C~8中不可拓展的最大纠缠基和互不偏基 |
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| 引用本文： | 苑普光,张秀丽,杨潇,栾秀萍,张军.C~3C~8中不可拓展的最大纠缠基和互不偏基[J].延边大学理工学报,2014(3):215-219. |
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| 作者姓名： | 苑普光 张秀丽 杨潇 栾秀萍 张军 |
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| 作者单位： | 延边大学理学院数学系,吉林延吉133002 |
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| 基金项目： | 国家自然科学基金资助项目（11361065）; 吉林省自然科学基金资助项目（201215239） |
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| 摘 要： | 在C3C8中证明了一组不完备的十八元不可拓展的最大纠缠基,并在此基础上加入6个直积态,得到了C3C8中的一组完备的不可拓展的最大纠缠基,然后通过构造C8的一个标准正交基给出了另一组完备的不可拓展的最大纠缠基,并证明了这两组基是互不偏的.
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| 关 键 词： | 最大纠缠基 互不偏基 不可拓展 Schmidt分解 |
Unextendible maximally entangled bases and mutually unbiased bases in C^3 C^8 |
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| YUAN Puguang,ZHANG Xiuli,YANG Xiao,LUAN Xiuping,ZHANG Jun.Unextendible maximally entangled bases and mutually unbiased bases in C^3 C^8[J].Journal of Yanbian University (Natural Science),2014(3):215-219. |
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| Authors: | YUAN Puguang ZHANG Xiuli YANG Xiao LUAN Xiuping ZHANG Jun |
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| Affiliation: | ( Department of Mathematics, College of Science, Yianbian University, Yanji 133002, China ) |
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| Abstract: | One uncomplete unextendible maximally entangled basis in C^3 C^8 is proved. Based on this adding six product state, one complete unextendible maximally entangled basis in C^3 C^8 is proved. By constructing an orthonormal basis in C^8 , another complete unextendible maximally entangled basis is constructed, which is mutually unbiased with the first one. |
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| Keywords: | maximally entangled bases mutually unbiased bases unextendible Schmidt decomposition |
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