基于Qiskit的简化量子遗传算法的电路级实现

Sebastian Mihai Ardelean, M. Udrescu
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引用次数: 0

摘要

遗传算法是一种常见的概率优化方法,其灵感来自于自然选择过程。量子计算机承诺比传统机器有显著的加速,并且库允许在不同高度可配置的噪声模型中模拟量子计算机上的电路,甚至可以在量子计算机上运行。因此,我们需要在量子环境下分析这类启发式方法。我们提出了一个电路级实现的简化量子遗传算法(RQGA)使用Python和Qiskit。我们的主要目标是从所需量子比特的数量和使用的量子门的数量的角度来分析电路的复杂性。为了实现我们的目标,我们实例化了解决背包问题的框架,在模拟环境中检查了结果,并分析了电路的复杂性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Circuit level implementation of the Reduced Quantum Genetic Algorithm using Qiskit
Genetic Algorithm (GA) are common probabilistic optimization methods inspired by the process of natural selection. Quantum computers promise substantial speedups over conventional machines, and libraries allow the emulation of circuits on a quantum computer in different highly configurable noise models and even run on quantum computers. Therefore, we need to analyze this class of heuristic methods in the quantum context. We propose a circuit level implementation of the Reduced Quantum Genetic Algorithm (RQGA) using Python and Qiskit. Our main goal is to analyze the circuit complexity from the perspectives of the number of qubits required and the number of quantum gates used. To achieve our goal, we instantiate the framework for solving the knapsack problem, examine the results in a simulated environment, and analyze the circuit's complexity.
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