Kadlec Josef, Bartkiewicz Karol, Černoch Antonín, Lemr Karel, Miranowicz Adam
Opt Express. 2024 Jan 15;32(2):2333-2346. doi: 10.1364/OE.506169.
Entanglement potentials are a promising way to quantify the nonclassicality of single-mode states. They are defined by the amount of entanglement (expressed by, e.g., the Wootters concurrence) obtained after mixing the examined single-mode state with a purely classical state; such as the vacuum or a coherent state. We generalize the idea of entanglement potentials to other quantum correlations: the EPR steering and Bell nonlocality, thus enabling us to study mutual hierarchies of these nonclassicality potentials. Instead of the usual vacuum and one-photon superposition states, we experimentally test this concept using specially tailored polarization-encoded single-photon states. One polarization encodes a given nonclassical single-mode state, while the other serves as the vacuum place-holder. This technique proves to be experimentally more convenient in comparison to the vacuum and a one-photon superposition as it does not require the vacuum detection.
纠缠势是量化单模态非经典性的一种很有前景的方法。它们由将所研究的单模态与纯经典态(如真空态或相干态)混合后获得的纠缠量(例如由伍特斯并发度表示)来定义。我们将纠缠势的概念推广到其他量子关联:EPR 导引和贝尔非定域性,从而使我们能够研究这些非经典性势的相互层级关系。我们不是使用通常的真空态和单光子叠加态,而是使用经过特殊定制的偏振编码单光子态通过实验来测试这个概念。一个偏振编码给定的非经典单模态,而另一个用作真空占位符。与真空态和单光子叠加态相比,该技术在实验上被证明更方便,因为它不需要真空探测。