基于遗传算法的量子电路优化量子计算模拟

Lu Wei, Zhong Ma, Yuqing Cheng, Qianyu Liu
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引用次数: 0

摘要

量子计算仿真平台可以在传统计算机的基础上模拟量子计算机的计算结果,是在目前真正的量子计算机尚不成熟阶段推动量子计算软件、算法和硬件发展的有效途径。由于量子计算机与传统计算机相比具有指数级的计算加速,因此在传统计算机上实现量子计算模拟的主要问题是计算效率低、耗时长。量子电路是一组作用于量子位集合的量子门序列,是通用的量子计算模型。因此,通过量子电路优化,可以在保持计算结果不变的情况下显著提高计算速度。现有的量子电路优化方法的经验规则存在局限性,没有通用的、自动的量子电路优化方法。本文提出了一种基于遗传算法的通用自动量子电路优化方法,该方法在大搜索空间中通过有限次搜索获得等效最优量子电路。该方法不受量子计算模拟硬件和量子电路组成的限制。实验结果表明,对于29个量子比特的QFT算法,运行时间比目前最先进的量子电路优化方法缩短41.4%,对于6个量子比特的变分电路,运行时间比目前最先进的量子电路优化方法缩短18.8%。因此,该方法可以提高量子计算的模拟能力和运行效率,为量子算法和应用提供了一条快速发展的途径。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Genetic Algorithm Based Quantum Circuits Optimization for Quantum Computing Simulation
Quantum computing simulation platform can simulate the computation results of the quantum computer based on traditional computers, which is an effective way to promote the development of quantum computing software, algorithms and hardware at the current immature stage of the real quantum computer. Since quantum computers have exponential calculation acceleration compared with traditional computers, the main problems in implementing quantum computing simulation on traditional computers are low computational efficiency and long time-consuming. A quantum circuit which is a sequence of quantum gates acting on a collection of qubits is the general quantum computing model. So by the means of quantum circuit optimization, the calculation speed can be significantly increased while keeping the calculation result unchanged. The existing empirical rules of quantum circuit optimization methods have limitations and there is no common and automatic quantum circuit optimization method. In this paper, a general and automatic quantum circuit optimization method based on the genetic algorithm is proposed, by which the equivalent optimal quantum circuit is obtained through a finite number of searching in a large searching space. This method is not limited by the hardware of the quantum computing simulation and the composition of the quantum circuit. The experimental results show that for the QFT algorithm of 29 qubits, the running time can be shortened by 41.4% and for the variational circuit of 6 qubits, the running time can be shortened by 18.8% compared with the state-of-the-art quantum circuit optimization method. So this method can improve the quantum computing simulation capability and operating efficiency and provide a rapid development way for quantum algorithms and applications.
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