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首页> 外文期刊>Bulletin of the American Physical Society >APS -APS March Meeting 2017 - Event - Measurement-free implementations of small-scale surface codes for quantum dot qubits
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APS -APS March Meeting 2017 - Event - Measurement-free implementations of small-scale surface codes for quantum dot qubits

机译:APS -APS 3月会议2017年 - 事件 - Quantum Dot Qubits的小尺寸表面代码的无测量实现

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摘要

Quantum error correction schemes and their corresponding error thresholds depend sensitively on the physical implementation of the qubits. For example, in quantum dot spin qubits, readout can be much slower than gate operations; however qubit reset---without readout---can be fast, via tunneling to a reservoir. Conventional surface code implementations rely heavily on syndrome measurements, and could therefore be challenging for quantum dots. Here, we propose small-scale surface code implementations for which syndrome measurements are replaced by a combination of Toffoli gates and qubit reset. For quantum dot qubits, this enables much faster error correction than measurement-based schemes, but requires additional ancilla qubits and non-nearest-neighbor interactions. We have performed numerical simulations of two different coding schemes, obtaining error thresholds on the order of $10^{-3}$ for a 1D architecture that only corrects bit-flip errors, and $10^{-5}$ for a 2D architecture that corrects bit- and phase-flip errors.
机译:Quantum纠错方案及其相应的错误阈值敏感地依赖于QUBits的物理实现。例如,在量子点旋转QUBITS中,读数可以比栅极操作慢得多;然而,qubit Reset ---无读数 - 可以快速,通过隧道到水库。传统的表面代码实现严重依赖综合征测量,因此对于量子点来说可能具有挑战性。在这里,我们提出了小规模的表面代码实现,其中综合征测量由Toffoli门和Qubit Reset的组合代替。对于量子点Qubits,这使得能够比基于测量的方案更快的纠错,但需要额外的Ancilla Qubits和非最接近邻的交互。我们已经执行了两个不同的编码方案的数值模拟,从1D架构获得10 ^ {-3} $的误差阈值,只能纠正位翻转错误,以及2D架构的10 ^ { - 5} $纠正位和阶段翻转错误。

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