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Quantum gate for carrying out a Grover's quantum algorithm and a relative method of performing the interference operation of a Grover's quantum algorithm

机译:用于执行格罗弗量子算法的量子门和执行格罗弗量子算法的干涉运算的相关方法

摘要

A quantum gate for running a Grover's quantum algorithm using a binary function having a vector basis of n qubits is provided. The quantum gate includes a superposition subsystem, an entanglement subsystem and an interference subsystem. The interference subsystem performs an interference operation on components of entanglement vectors for generating components of output vectors. The interference subsystem performs the interference operation in a very fast manner by using an adder receiving as input signals representing even or odd components of an entanglement vector, and generating a sum signal representing a weighted sum with a scale factor of the even or odd components. The interference subsystem also includes an array of adders each input with a respective signal representative of an even or odd component of an entanglement vector and with the weighted sum signal, and generates a signal representative of an even or odd component of an output vector as a difference between the weighted sum signal and the signal representing an even or odd component of an entanglement vector.
机译:提供了一种量子门,该量子门用于使用具有n个量子位的矢量基础的二进制函数来运行格罗弗量子算法。量子门包括叠加子系统,纠缠子系统和干涉子系统。干扰子系统对纠缠向量的分量执行干扰操作,以生成输出向量的分量。干扰子系统通过使用加法器以非常快速的方式执行干扰操作,该加法器接收表示纠缠矢量的偶数或奇数分量的输入信号,并生成表示具有偶数或奇数分量的比例因子的加权和的和信号。干扰子系统还包括一个加法器阵列,每个加法器分别输入代表纠缠向量的偶数或奇数分量的信号和加权和信号,并生成代表输出向量的偶数或奇数分量的信号作为加法器。加权和信号与表示纠缠矢量的偶数或奇数分量的信号之间的差。

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