论文标题

具有本地旋转的单个量子门的可扩展快速基准测试

Scalable fast benchmarking for individual quantum gates with local twirling

论文作者

Zhang, Yihong, Yu, Wenjun, Zeng, Pei, Liu, Guoding, Ma, Xiongfeng

论文摘要

随着可控量子系统的开发,多量门门的快速和实用表征对于构建高保真量子计算设备至关重要。通过随机基准测试来满足这一要求的通常方法,要求众多多Qubit旋转门的复杂实现。如何有效,可靠地估计量子过程的忠诚度仍然是一个空旷的问题。在这项工作中,我们建议使用本地旋转门来估计单个多Qubit操作的过程保真度,提出了一个字符循环基准测试协议和字符平均测量协议。我们的协议可以通过局部仪表转换来表征包括克利福德组的大型量子门,该门构成了用于量子计算的通用门设置。我们从数值上演示了非克利福德门的协议 - 受控 - $(TX)$和Clifford Gate-五Q量量子误差校正编码电路。数值结果表明,我们的协议可以有效,可靠地表征栅极过程的保真度。与跨熵基准测试相比,模拟结果表明,字符平均基准测试在采样复杂性方面取得了三个数量级的改善。

With the development of controllable quantum systems, fast and practical characterization for multi-qubit gates is essential for building high-fidelity quantum computing devices. The usual way to fulfill this requirement via randomized benchmarking asks for the complicated implementation of numerous multi-qubit twirling gates. How to efficiently and reliably estimate the fidelity of a quantum process remains an open problem. In this work, we propose a character-cycle benchmarking protocol and a character-average benchmarking protocol only using local twirling gates to estimate the process fidelity of an individual multi-qubit operation. Our protocols can characterize a large class of quantum gates including and beyond the Clifford group via the local gauge transformation, which forms a universal gate set for quantum computing. We numerically demonstrate our protocols for a non-Clifford gate -- controlled-$(TX)$ and a Clifford gate -- five-qubit quantum error-correcting encoding circuit. The numerical results show that our protocols can efficiently and reliably characterize the gate process fidelities. Compared with the cross-entropy benchmarking, the simulation results show that the character-average benchmarking achieves three orders of magnitude improvements in terms of sampling complexity.

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