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Basis-independent tomography and nonseparability witnesses of pure complex vectorial light fields by Stokes projections

机译:Stokes投影的基本无可拆造术和不可透明的纯复杂矢量光场的不可透明证人

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摘要

Complex vectorial light fields, nonseparable in their polarization and spatial degree of freedom, are of relevance in a wide variety of research areas encompassing microscopy, metrology, communication, and topological studies. Controversially, they have been suggested as analogs to quantum entanglement, raising fundamental questions on the relation between nonseparability in classical systems, and entanglement in quantum systems. We perform basis-independent tomography of arbitrary pure vectorial light fields using spatially resolved Stokes projections. Moreover, we propose and demonstrate that concurrence, as a nonseparability witness for any pure vectorial light field, can be extracted from global Stokes projections, without assessing the spatial degree of freedom.
机译:复杂的矢量光场,它们的极化和空间自由度的不可分割,在包括显微镜,计量,通信和拓扑研究的各种研究领域中具有相关性。 争议地,他们已被提出为量子纠缠的模拟,提高了关于古典系统中不可脱离性之间的关系的基本问题,以及量子系统中的缠结。 我们使用空间分辨的斯托克斯投影来执行任意纯v矢量光场的基础层析成像。 此外,我们提出并证明并发成为任何纯度矢量光场的不可脱离性证人,可以从全局斯托克斯投影中提取,而不评估空间自由度。

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