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Unity gain and nonunity gain quantum teleportation

机译:单位增益和非单位增益量子隐形传态

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摘要

We investigate continuous variable quantum teleportation. We discuss the methods presently used to characterize teleportation in this regime, and propose an extension of the measures proposed by Grangier and Grosshans , and Ralph and Lam . This new measure, the gain normalized conditional variance product M, turns out to be highly significant for continuous variable entanglement swapping procedures, which we examine using a necessary and sufficient criterion for entanglement. We elaborate on our recent experimental continuous variable quantum teleportation results , demonstrating success over a wide range of teleportation gains. We analyze our results using fidelity; signal transfer, and the conditional variance product; and a measure derived in this paper, the gain normalized conditional variance product.
机译:我们研究连续可变量子隐形传态。我们讨论了目前用于表征这种状态下的隐形传态的方法,并提出了对Grangier和Grosshans以及Ralph和Lam提出的措施的扩展。事实证明,这种新的度量,即增益归一化条件方差积M,对于连续变量纠缠交换过程非常重要,我们使用必要且充分的纠缠准则对其进行了检验。我们详细介绍了我们最近的实验连续可变量子隐形传态的结果,证明了在各种隐形传态获得的成功。我们使用保真度分析结果;信号传递和条件方差积;以及本文得出的测度,即增益归一化条件方差积。

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