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Matching relations for optimal entanglement concentration and purification

机译:匹配关系以实现最佳纠缠浓度和纯化

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摘要

The bilateral controlled NOT (CNOT) operation plays a key role in standard entanglement purification process, but the CNOT operation may not be the optimal joint operation in the sense that the output entanglement is maximized. In this paper, the CNOT operations in both the Schmidt-projection based entanglement concentration and the entanglement purification schemes are replaced with a general joint unitary operation, and the optimal matching relations between the entangling power of the joint unitary operation and the non-maximal entangled channel are found for optimizing the entanglement in- crement or the output entanglement. The result is somewhat counter-intuitive for entanglement concentration. The output entanglement is maximized when the entangling power of the joint unitary operation and the quantum channel satisfy certain relation. There exist a variety of joint operations with non-maximal entangling power that can induce a maximal output entanglement, which will greatly broaden the set of the potential joint operations in entanglement concentration. In addition, the entanglement increment in purification process is maximized only by the joint unitary operations (including CNOT) with maximal entangling power.
机译:双边受控的NOT(CNOT)操作在标准纠缠纯化过程中起着关键作用,但从输出纠缠最大化的意义上讲,CNOT操作可能不是最佳的联合操作。本文将基于Schmidt投影的纠缠集中度和纠缠净化方案中的CNOT运算替换为通用联合unit运算,并且联合unit运算的纠缠力与非最大纠缠之间的最佳匹配关系找到用于优化纠缠增量或输出纠缠的通道。对于纠缠集中度,结果有些违反直觉。当联合unit运算与量子通道的纠缠力满足一定关系时,输出纠缠最大化。存在各种具有最大纠缠能力的联合操作,这些联合操作可以引起最大的输出纠缠,这将大大拓宽纠缠集中的潜在联合操作的范围。此外,仅通过具有最大纠缠能力的联合整体操作(包括CNOT),纯化过程中的纠缠增量才能最大化。

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