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Realization of a Knill-Laflamme-Milburn C-NOT gate -a photonic quantum circuit combining effective optical nonlinearities

机译:实现Knill-Laflamme-milburn C-NOT门 - 光子量子   结合有效光学非线性的电路

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摘要

Quantum information science addresses how uniquely quantum mechanicalphenomena such as superposition and entanglement can enhance communication,information processing and precision measurement. Photons are appealing fortheir low noise, light-speed transmission and ease of manipulation usingconventional optical components. However, the lack of highly efficient opticalKerr nonlinearities at single photon level was a major obstacle. In abreakthrough, Knill, Laflamme and Milburn (KLM) showed that such an efficientnonlinearity can be achieved using only linear optical elements, auxiliaryphotons, and measurement. They proposed a heralded controlled-NOT (CNOT) gatefor scalable quantum computation using a photonic quantum circuit to combinetwo such nonlinear elements. Here we experimentally demonstrate a KLM CNOTgate. We developed a stable architecture to realize the required four-photonnetwork of nested multiple interferometers based on a displaced-Sagnacinterferometer and several partially polarizing beamsplitters. This resultconfirms the first step in the KLM `recipe' for all-optical quantumcomputation, and should be useful for on-demand entanglement generation andpurification. Optical quantum circuits combining giant optical nonlinearitiesmay find wide applications across telecommunications and sensing.
机译:量子信息科学致力于解决量子力学现象(如叠加和纠缠)如何独特地增强通信,信息处理和精度测量的作用。光子因其低噪声,光速传输和使用常规光学组件的易操作性而吸引人。然而,在单光子水平上缺乏高效的光学Keer非线性是主要障碍。在突破中,Knill,Laflamme和Milburn(KLM)表明,仅使用线性光学元件,辅助光子和测量就可以实现这种有效的非线性。他们提出了一种先驱型可控NOT(CNOT)门,用于使用光子量子电路将两个此类非线性元素组合在一起的可伸缩量子计算。在这里,我们通过实验演示了KLM CNOTgate。我们开发了一个稳定的架构,以基于位移Sagnac干涉仪和几个部分偏振分束器的嵌套式多个干涉仪实现所需的四光子网络。该结果证实了全光量子计算的KLM“配方”的第一步,对于按需纠缠生成和纯化应该是有用的。结合了巨大的光学非线性的光量子电路可能会在电信和传感领域找到广泛的应用。

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