首页> 外文期刊>Journal of the Optical Society of America, B. Optical Physics >Deterministic CNOT gate and complete Bell-state analyzer on quantum-dot-confined electron spins based on faithful quantum nondemolition parity detection
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Deterministic CNOT gate and complete Bell-state analyzer on quantum-dot-confined electron spins based on faithful quantum nondemolition parity detection

机译:基于忠实量子非透明奇偶校验检测的量子点限制电子旋转的确定性CNOT门和完整的钟声栅极分析仪

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摘要

The quantum controlled-NOT (CNOT) gate is a prototypical two-qubit quantum logic gate that provides the basic controlled logic for a set of gates for universal quantum computation. It has been shown that parity checking devices can be used to construct CNOT gates, and the fidelity of a CNOT operation is highly constrained by the fidelity of parity detection with this strategy. In this paper, a scheme to implement a CNOT operation on two stationary electron spins confined in quantum dots (QDs) inside double-sided optical microcavities is presented, based on the faithful parity detection achieved by a heralded and robust two-electron-spin quantum nondemolition (QND) parity detector. The QND parity detector is considerably different from previous implementations and experimentally more realizable, and works in the heralded and repeat-until-success fashion with robust fidelity, which enables our CNOT gate to be implemented deterministically with unity fidelity. Moreover, based on the features of the QND parity detector, a complete Bell-state analysis on two QD-confined electron spins can be realized without wrong judgment or any destruction of the analyzed entangled state. The efficiency of parity detection is also discussed by considering currently achievable system parameters. (C) 2021 Optical Society of America
机译:量子受控非(CNOT)门是一种典型的双量子比特量子逻辑门,为通用量子计算的一组门提供基本的受控逻辑。已经证明,奇偶校验设备可用于构造CNOT门,并且CNOT操作的保真度在很大程度上受到使用该策略的奇偶校验检测保真度的限制。本文提出了一种在双面光学微腔中量子点(QD)内的两个固定电子自旋上实现CNOT操作的方案,该方案基于一个预告的、鲁棒的双电子自旋量子非破坏(QND)奇偶校验检测器实现的可靠奇偶校验检测。QND奇偶校验检测器与以前的实现方式有很大不同,在实验上更容易实现,并且以可靠的保真度以预告和重复直至成功的方式工作,这使得我们的CNOT门能够以单位保真度确定地实现。此外,基于QD宇称检测器的特点,可以对两个QD受限电子自旋进行完全的Bell态分析,而不会对分析的纠缠态进行错误的判断或破坏。通过考虑当前可实现的系统参数,还讨论了奇偶校验检测的效率。(2021)美国光学学会

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