Acta Scientiarum Naturalium Universitatis Pekinensis
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ZHANG Hongtao, ZENG Jinyan
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张鸿涛, 曾谨言
Abstract: According to the superposition principle of quantum states, an arbitrary quantum states can not be deterministically erased(Pati & Braunstein), but may be probabilistically erased. Similar to the probabilistic cloning of quantum states by Duan & Guo, in this paper a probabilistic erasing scheme is developed, i.e., two non-orthogonal states secretly chosen from a certain set {|ψ1〉, ψ2〉} can be probabilistically erased through a unitary transformation U in combination with a subsequent measurement M. The differences in characters and efficiencies between probabilistic cloning and erasing are discussed.
Key words: quantum non-cloning theorem, quantum non-erasing theorem, probabilistic erasing
摘要: 通过一个幺正变换U和一个测量过程M,对于从一个量子态集合{|ψ1〉, |ψ2〉}中随机选出的两个非正交态,实现几率删除的方案。比较了量子删除和量子克隆物理过程的差异及其效率。
关键词: 量子不可克隆定理, 量子不可删除定理, 几率删除
CLC Number:
O413
ZHANG Hongtao,ZENG Jinyan. Probabilistic Erasing of Quantum Information[J]. Acta Scientiarum Naturalium Universitatis Pekinensis.
张鸿涛, 曾谨言. 量子信息的几率删除[J]. 北京大学学报(自然科学版).
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URL: https://xbna.pku.edu.cn/EN/
https://xbna.pku.edu.cn/EN/Y2003/V39/I1/91