限制CNOT闸数条件下的表面代码分析

Jonghyun Lee, Jinyoung Ha, Yujin Kang, Jun Heo
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引用次数: 0

摘要

迄今为止,表面码由于其高阈值、最近门操作和低重量稳定剂而成为量子纠错码的有前途的候选者。在这里,我们假设由于剩余量子比特间耦合或每个脉冲门最大通道导致的量子串扰,CNOT门的数量受到限制。因此,我们计算了这种情况下的有效物理错误率,并据此确定了表面码距。根据表面码在T1和T2时间的逻辑错误率性能估计,得到最优码距。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of surface code under the restricted number of CNOT gates
To date, the surface code has become a promising candidate for quantum error correcting codes because of its high threshold, nearest gate operations and low weight stabilizers. Here, we assume that the number of CNOT gates is restricted because of the quantum crosstalk due to residual inter-qubit coupling or max channels per pulse gate. We thus calculated the effective physical error rate in this case and determine the surface code distance accordingly. The optimal code distance was obtained based on the logical error rate performance estimation of the surface code for some T1 and T2 time.
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