论文标题

真正三方非高斯纠缠的层次结构

Hierarchy of Genuine Tripartite Non-Gaussian Entanglement

论文作者

Zhang, Da, Barral, David, Zhang, Yanpeng, Xiao, Min, Bencheikh, Kamel

论文摘要

由三模式自发参数下转化产生的三个光子状态是无条件非高斯州的范式,这是量子优势的基本资产。如何充分描述他们的非高斯纠缠仍然难以捉摸。我们在这里提出了足够和必要的条件的层次结构,以使自发生成的三模式非高斯州的广泛家庭可分离性。我们进一步获得了真正的三方非高斯纠缠,最强的纠缠阶层的最新条件。我们将我们的标准应用于三重状态,表明它们是完全不可分割的,并且在3N的顺序中真正纠缠在一起。我们的结果建立了一个系统的框架,用于表征三个光子状态的纠缠,从而促进其在量子信息协议中的应用。

Triple-photon states generated by three-mode spontaneous parametric down-conversion are the paradigm of unconditional non-Gaussian states, essential assets for quantum advantage. How to fully characterize their non-Gaussian entanglement remains however elusive. We propose here a hierarchy of sufficient and necessary conditions for separability of the broad family of spontaneously-generated three-mode non-Gaussian states. We further derive state-of-the-art conditions for genuine tripartite non-Gaussian entanglement, the strongest class of entanglement. We apply our criteria to triple-photon states revealing that they are fully inseparable and genuinely entangled in moments of order 3n. Our results establish a systematic framework for characterizing the entanglement of triple-photon states and thus fostering their application in quantum information protocols.

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