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High-efficient quantum secret sharing based on the Chinese remainder theorem via the orbital angular momentum entanglement analysis

机译：轨道角动量纠缠分析基于余数定理的高效量子秘密共享

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Ying Guo; Yuqian Zhao;
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年度 2012
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1. High-efficient quantum secret sharing based on the Chinese remainder theorem via the orbital angular momentum entanglement analysis [J] . Ying Guo, Yuqian Zhao Quantum information processing . 2013,第2期

机译：基于中国剩余定理的轨道角动量纠缠分析的高效量子秘密共享
2. On Quantum Secret Sharing via Chinese Remainder Theorem with the Non-maximally Entanglement State Analysis [J] . Shi R., Lv G., Wang Y., International Journal of Theoretical Physics: A Journal of Original Research and Reviews in Theoretical Physics and Related Mathematics, Dedicated to the Unification of Physics . 2013,第2期

机译：基于非最大纠缠态分析的中国剩余定理的量子秘密共享
3. Graph State-Based Quantum Secret Sharing with the Chinese Remainder Theorem [J] . Guo Ying, Luo Peng, Wang Yijun International Journal of Theoretical Physics: A Journal of Original Research and Reviews in Theoretical Physics and Related Mathematics, Dedicated to the Unification of Physics . 2016,第11期

机译：图的基于状态的量子秘密共享与中国剩余定理
4. Weighted Threshold Quantum Secret Sharing Based on the Chinese Remainder Theorem and the Phase Shift Operation [C] . Wei-Lun Yeoh, Xing-Yu Chen, Guo-Jyun Zeng, International Conference on Systems, Man, and Cybernetics . 2018

机译：基于中国剩余定理和相移运算的加权阈值量子秘密共享
5. Effective Rivest Shamir Adleman Cryptosystem Based on Chinese Remainder Theorem =Cryptosysteme d'Adleman de Shamir Rivest efficace base sur le theorem chinois reste [D] . Saheed, Kayode Yakub. 2018

机译：基于汉语剩余定理的有效的RIVEST Shamir Adleman Cryptosystem = Shamir Rivest Rivest的Adleman密码系统在中国定理休息
6. Quantum entanglement of angular momentum states with quantum numbers up to 10,010 [O] . Robert Fickler, Geoff Campbell, Ben Buchler, 2017

机译：角动量态的量子纠缠，量子数高达10010
7. Correction to: Constructing Ideal Secret Sharing Schemes Based on Chinese Remainder Theorem [O] . Yu Ning, Fuyou Miao, Wenchao Huang, 2021

机译：纠正：构建基于中国剩余定理的理想秘密共享方案

High-efficient quantum secret sharing based on the Chinese remainder theorem via the orbital angular momentum entanglement analysis

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