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Reading a single qubit system using weak measurement with variable strength

机译:使用具有可变强度的弱测量读取单个QUBBit系统

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The information contents of an unknown qubit system is usually read using sharp measurement. Sharp measurement is an irreversible operation that will cause the superposition to collapse to one of the two possible states in a probabilistic way. This paper will propose a quantum algorithm to read the information contents of an unknown qubit without applying sharp measurement on that qubit. A quantum feedback control scheme will be introduced where sharp measurement will be applied iteratively on an auxiliary qubit weakly entangled with the unknown qubit. It will be shown that the information contents can be read by counting the outcomes from the sharp measurement on the auxiliary qubit which will make the amplitudes of the superposition move in a random walk manner. The effect of this operation on the unknown qubit can be reversed to decrease the disturbance introduced to the system. The strength of the weak measurement can then be defined and can be controlled using an arbitrary number of dummy qubits (virtual qubits) mu to be added to the system. This can slowdown the measurement process to an arbitrary scale to reach the effect of the sharp measurement after O(mu(2)) measurements on the auxiliary qubit. (C) 2017 Elsevier Inc. All rights reserved.
机译:通常使用急剧测量读取未知量子位系统的信息内容。锐度测量是一种不可逆的操作,将导致叠加以概率的方式将叠加塌陷到两种可能的状态之一。本文将提出量子算法来读取未知QUBBit的信息内容,而无需对该Qubit上的急剧测量。将介绍Quantum反馈控制方案,其中迭代地将迭代地应用于与未知量子位毫无终止的辅助量子比特效果。将表明,可以通过计算辅助量子位的急剧测量的结果来读取信息内容,这将使叠加的幅度以随机的步行方式移动。可以逆转该操作对未知量子位的影响以降低引入系统的干扰。然后可以使用要添加到系统的任意数量的虚拟Qubits(虚拟Qubits)Mu来控制弱测量的强度。这可以减慢测量过程以任意刻度,以达到O(2))测量在辅助量子位上的急剧测量的效果。 (c)2017年Elsevier Inc.保留所有权利。

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