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首页> 外文期刊>Journal of the Optical Society of America, B. Optical Physics >Use of quantum encoders and quantum decoding for implementing the CNOT gate
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Use of quantum encoders and quantum decoding for implementing the CNOT gate

机译:使用量子编码器和量子解码来实现CNOT门

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摘要

A now method based on quantum encoders is developed for implementing quantum computational gates, especially the CNOT gate. Photonic qubits are used where vertical bar 0 > and vertical bar 1 > represent horizontal vertical bar H > and vertical vertical bar V > polarized photons, respectively. By the use of polarizing beam splitters (PBSs) and entangled two-photon states in a certain experimental scheme, each input qubit state is copied, with a certain probability of success, into four equivalent input qubit states. The present method concentrates on the special case where the initial two-qubit state is separable. The CNOT gate (Multiplied by 2) is decomposed into a summation of four unitary matrices each of dimension 4 x 4 and where each of these unitary matrices operates on a corresponding copy of the input two qubit state. By adding the amplitudes of the four two-qubit states, which is obtained in a decoding interference experiment, the CNOT gate is implemented. (C) 2008 Optical Society of America
机译:现已开发出一种基于量子编码器的方法,用于实现量子计算门,尤其是CNOT门。使用光子量子位,其中垂直条0>和垂直条1>分别表示水平垂直条H>和垂直垂直条V>偏振光子。通过在特定的实验方案中使用偏振分束器(PBS)和纠缠的双光子状态,每个输入量子位状态都以一定的成功概率被复制为四个等效输入量子位状态。本方法集中于初始两个量子位状态是可分离的特殊情况。将CNOT门(乘以2)分解为四个单位矩阵的总和,每个单位矩阵的尺寸为4 x 4,这些单位矩阵中的每个单位在输入的两个qubit状态的相应副本上进行操作。通过添加在解码干扰实验中获得的四个两个二比特状态的幅度,可以实现CNOT门。 (C)2008年美国眼镜学会

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