Matrix-based Genetic Algorithm for Mobile Robot Global Path Planning

Jiehong Mo, Yongbin Yu, Chen-lei Zhou, Yuanjingyang Zhong, Zipeng Wang
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Abstract

In this paper, a new variant of genetic algorithm, matrix-based genetic algorithm (MGA), is proposed, which represents the population of genetic algorithm by matrix, and achieves evolution by matrix operation. Applying it to the 2D global path planning problem of robot, MGA has better accuracy and running speed than the basic genetic algorithm. Specifically, the average path length obtained after convergence of MGA is closer to the actual shortest path length than that of the basic genetic algorithm, and, due to the parallelism of the MGA in matrix operations, the MGA runs in 1/2 the time of the traditional genetic algorithm when using the NumPy library. Two experiments comparing shortest path lengths demonstrate that MGA has better stability and can cope with complex environments. In order to enable the algorithm to have better accuracy, this paper also explores the effect of whether to use elite strategy on the accuracy of the shortest path of the algorithm. In addition, the effect of different pathfinding algorithms on the computing time of the algorithm is explored to speed up the operation of the algorithm.
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基于矩阵的移动机器人全局路径规划遗传算法
本文提出了遗传算法的一种新变体——基于矩阵的遗传算法(matrix-based genetic algorithm, MGA),该算法用矩阵表示遗传算法的种群,通过矩阵运算实现进化。将其应用于机器人二维全局路径规划问题中,比基本遗传算法具有更高的精度和运行速度。具体来说,MGA收敛后得到的平均路径长度比基本遗传算法更接近实际最短路径长度,并且由于MGA在矩阵运算上的并行性,在使用NumPy库时,MGA的运行时间是传统遗传算法的1/2。两个最短路径长度的对比实验表明,MGA具有更好的稳定性,可以应对复杂的环境。为了使算法具有更好的精度,本文还探讨了是否使用精英策略对算法最短路径精度的影响。此外,探讨了不同寻径算法对算法计算时间的影响,加快了算法的运行速度。
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