Mutually Unbiased Property of Special Entangled Bases.
Mutually Unbiased Property of Special Entangled Bases.
复制标题
特殊纠缠碱基的互无偏性
DOI：
10.1007/s10773-021-04840-x
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发表时间：
2021
期刊：
影响因子：
--
通讯作者：
Caihong Wang
中科院分区：
文献类型：
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作者：
Yuan-Hong Tao;Xin-Lei Yong;Yi-Fan Han;Shu-Hui Wu;Caihong Wang
研究了由固定施密特数2的特殊纠缠基（MUSEB2s）组成的互无偏基。通过对MUSEB2s满足条件的分析，建立了MUSEB2s混凝土施工的系统方法。本文还介绍了一种从musmeb2in1构造musmeb2in1的通用方法。文中给出了详细的例子。特别地，从[J]中选择固定施密特数2的特殊纠缠基（SEB2）。理论物理。答:数学。理论。48245301(2015)]，成功删除了in [Quantum Inf Process. 17:58(2018)]的限制。
We study mutually unbiased bases formed by special entangled basis with fixed Schmidt number 2 (MUSEB2s) in. Through analyzing the conditions MUSEB2s satisfy, a systematic way of the concrete construction of MUSEB2s inis established. A general approach to constructing MUSMEB2s infrom MUSMEB2s inis also presented. Detailed examples in,andare given. Especially, by choosing special entangled basis with fixed Schmidt number 2 (SEB2) from [J. Phys. A. Math. Theor. 48245301(2015)], the limitation ofin [Quantum Inf. Process. 17:58(2018)] is successfully deleted.