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Global path planning using improved ant colony optimization algorithm through bilateral cooperative exploration

机译:通过双边合作探索使用改进的蚁群优化算法的全局路径规划

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We proposed the Heterogeneous Ant Colony Optimization (HACO) algorithm to solve the global path planning problem for autonomous mobile robot in the previous paper. The HACO algorithm was modified and optimized to solve the global path planning problem unlike the conventional ACO algorithm which was proposed to solve the Traveling Salesman Problem (TSP) or Quadratic Assignment Problem (QAP). However, there is a common shortcoming in the ACO algorithms for global path planning, including HACO algorithm. Ants carry out the exploration task relatively well around the starting point. On the other hand, they are hindered in their work as they approached the goal point, because they are attracted by the intensity of heuristic value and the accumulated pheromone while the ACO algorithm works. As a result, they have a strong tendency not to explore and most of them follow the path that found in the beginning of the search. This could cause the local optimal solutions. Thus, we propose a way to solve this problem in this paper. It is the Bilateral Cooperative Exploration (BCE) method. The BCE is the idea that performs the search task again by changing the goal point into the starting point and vice versa. The simulation shows the effectiveness of the proposed method.
机译:我们提出了异构蚁群优化(HACO)算法来解决前一篇论文中的自主移动机器人的全球路径规划问题。修改并优化了HACO算法,以解决全局路径规划问题,与传统的ACO算法不同,该问题是建议解决旅行推销员问题(TSP)或二次分配问题(QAP)。然而,在全球路径规划的ACO算法中存在共同的缺点,包括HACO算法。蚂蚁在起点围绕起点进行勘探任务。另一方面,当他们接近目标点时,它们在其工作中受到阻碍,因为它们被启发式值的强度和累积信息素的强度吸引,而ACO算法工作。结果,他们具有强烈的倾向,而不是探索,其中大多数遵循搜索开始时发现的路径。这可能导致本地最佳解决方案。因此,我们提出了一种解决本文解决这个问题的方法。这是双边合作勘探(BCE)方法。 BCE是通过将目标点更改为起点并反之亦然,再次执行搜索任务的想法。仿真显示了该方法的有效性。

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