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Quantum error correction in a solid-state hybrid spin register

机译:固态混合自旋寄存器中的量子纠错

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摘要

Hybrid quantum systems seek to combine the strength of its constituents tomaster the fundamental conflicting requirements of quantum technology: fast andaccurate systems control together with perfect shielding from the environment,including the measurements apparatus, to achieve long quantum coherence.Excellent examples for hybrid quantum systems are heterogeneous spin systemswhere electron spins are used for readout and control while nuclear spins areused as long-lived quantum bits. Here we show that joint initialization,projective readout and fast local and non-local gate operations are no longerconflicting requirements in those systems, even under ambient conditions. Wedemonstrate high-fidelity initialization of a whole spin register (99 %) andsingle-shot readout of multiple individual nuclear spins by using the ancillaryelectron spin of a nitrogen-vacancy defect in diamond. Implementation of anovel non-local gate generic to our hybrid electron-nuclear quantum registerallows to prepare entangled states of three nuclear spins, with fidelitiesexceeding 85 %. An important tool for scalable quantum computation is quantumerror correction. Combining, for the first time, optimal-control based erroravoidance with error correction, we realize a three-qubit phase-flip errorcorrection algorithm. Utilizing optimal control, all of the above algorithmsachieve fidelities approaching fault tolerant quantum operation, thus pavingthe way to large scale integrations. Our techniques can be used to improvescaling of quantum networks relying on diamond spins, phosphorous in silicon orother spin systems like quantum dots, silicon carbide or rare earth ions insolids.
机译:混合量子系统试图结合其成分的强度来掌握量子技术的基本矛盾要求:快速,准确的系统控制以及对环境(包括测量设​​备)的完美屏蔽,以实现长量子相干性。异质自旋系统,其中电子自旋用于读出和控制,而核自旋用作长寿命量子位。在这里,我们表明,即使在环境条件下,联合初始化,投影读出以及快速的局部和非局部门操作也不再与那些系统产生冲突。通过使用金刚石中氮空位缺陷的辅助电子自旋,演示了整个自旋寄存器的高保真初始化(99%)和多个核自旋的单次读出。实现我们的混合电子-核量子对数寄存器通用的阳极非局部门允许制备三个核自旋的纠缠态,保真度超过85%。用于可伸缩量子计算的重要工具是量子误差校正。首次将基于最优控制的错误避免与错误校正相结合,我们实现了一种三量子位的相位翻转误差校正算法。利用最佳控制,以上所有算法均能达到逼近容错量子运算的保真度,从而为大规模集成铺平了道路。我们的技术可用于依靠钻石自旋,硅中的磷或其他自旋系统(例如量子点,碳化硅或固体中的稀土离子)来改善量子网络的缩放比例。

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