论文标题

可伸缩光子量子计算平台上的确定性多模式门

Deterministic multi-mode gates on a scalable photonic quantum computing platform

论文作者

Larsen, Mikkel V., Guo, Xueshi, Breum, Casper R., Neergaard-Nielsen, Jonas S., Andersen, Ulrik L.

论文摘要

量子计算可以通过许多不同的硬件平台和计算协议来实现。促进可伸缩性的一种高度有希望的方法是应用一个光子平台与测量引起的量子信息处理协议相结合,其中通过对多部分纠缠量子状态的光学测量来实现栅极操作 - 所谓的群集状态。迄今为止,在非普遍或不可量表的群集状态上的一些量子门已经存在,但是尚未实现通用可伸缩量子计算的完整门。我们使用相控制的连续变量正交测量值提出并证明了在大型二维(2D)光聚类状态下,在大型二维(2D)光聚类状态下进行多模式诱导的量子门的确定性实现。每个门都简单地编程为高效正交测量值的阶段,这些测量值通过群集状态传送来执行转换。使用这些可编程门,我们演示了一个小量子电路,该电路在三模式输入状态上由10个单模门和2个两模式门组成。在此平台上,如果改善了群集状态纠缠并且Gottesman-Kitaev-Preskill Qubits的供应可用,则可以使用容忍故障的通用量子计算。此外,它在电信波长下运行,因此在没有量子传感器的情况下连接网络。

Quantum computing can be realized with numerous different hardware platforms and computational protocols. A highly promising approach to foster scalability is to apply a photonic platform combined with a measurement-induced quantum information processing protocol where gate operations are realized through optical measurements on a multipartite entangled quantum state -- a so-called cluster state. Heretofore, a few quantum gates on non-universal or non-scalable cluster states have been, but a full set of gates for universal scalable quantum computing has not been realized. We propose and demonstrate the deterministic implementation of a multi-mode set of measurement-induced quantum gates in a large two-dimensional (2D) optical cluster state using phase-controlled continuous variable quadrature measurements. Each gate is simply programmed into the phases of the high-efficiency quadrature measurements which execute the transformations by teleportation through the cluster state. Using these programmable gates, we demonstrate a small quantum circuit consisting of 10 single-mode gates and 2 two-mode gates on a three-mode input state. On this platform, fault-tolerant universal quantum computing is possible if the cluster state entanglement is improved and a supply of Gottesman-Kitaev-Preskill qubits is available. Moreover, it operates at the telecom wavelength and is therefore network connectable without quantum transducers.

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