量子退相干
量子纠缠
弱测量
马尔可夫过程
稳健性(进化)
统计物理学
物理
量子
量子力学
计算机科学
数学
统计
生物化学
基因
化学
作者
Xiu-Yi Yang,Feng Zhang,Hongjie Yin,Jing Nie
标识
DOI:10.1002/andp.202400091
摘要
Abstract In this work, a scheme to protect quantum entanglement from a non‐Markovian noisy environment is proposed. By applying two quantum weak measurements before and after sending the quantum state into the noisy channel, the quantum state can be “pushed” closer to a decoherence‐free state, reducing decoherence during the time evolution. Then, the second weak measurement can partially retrieve the initial quantum state from the state corrupted by the noisy environment. The study involves a non‐Markovian dynamic equation to examine the impact of the memory effect on the protection scheme's performance. Various factors affecting the residual entanglement and the success probability are analyzed. The results suggest that two measurement strengths shall be chosen approximately in a linear relation, with the best ratio determined by the memory time of the environment. Additionally, it is demonstrated that the memory effect significantly enhances the protection efficiency. Lastly, the scheme's robustness against systematic errors is evaluated.
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