arXiv:2512.21654cs.ROcs.AI2025-12被引 1

用结构先验提升多机器人路径规划的效率与公平性。

Structural Induced Exploration for Balanced and Scalable Multi-Robot Path Planning

  • 引入任务空间结构先验,约束搜索空间提升效率
  • 优化信息素规则,实现总路程与负载均衡的兼顾
  • 支持大规模应用,适合物流与搜救等场景

多机器人路径规划因组合复杂性高,且需兼顾全局效率与任务分配公平性而极具挑战。传统群智能方法在小规模问题上有效,但易早熟收敛,难以扩展至复杂环境。本文提出一种结构诱导探索框架,将蚁群优化(ACO)中的搜索过程与任务的空间分布结构先验相结合。通过初始化阶段引入结构先验,缩小搜索空间;设计强调结构关联的信息素更新规则,并融合负载感知目标,平衡总路程与各机器人工作量;同时采用显式重叠抑制策略,确保任务分配清晰均衡。在涵盖多种实例规模与机器人配置的基准测试中,该方法在路径紧凑性、稳定性及负载分布方面均优于代表性元启发式基线。此外,该方法具备可扩展性和可解释性,适用于物流、监控和搜救等需要可靠大规模协同的应用。

原文摘要 · Abstract (English)

Multi-robot path planning is a fundamental yet challenging problem due to its combinatorial complexity and the need to balance global efficiency with fair task allocation among robots. Traditional swarm intelligence methods, although effective on small instances, often converge prematurely and struggle to scale to complex environments. In this work, we present a structure-induced exploration framework that integrates structural priors into the search process of the ant colony optimization (ACO). The approach leverages the spatial distribution of the task to induce a structural prior at initialization, thereby constraining the search space. The pheromone update rule is then designed to emphasize structurally meaningful connections and incorporates a load-aware objective to reconcile the total travel distance with individual robot workload. An explicit overlap suppression strategy further ensures that tasks remain distinct and balanced across the team. The proposed framework was validated on diverse benchmark scenarios covering a wide range of instance sizes and robot team configurations. The results demonstrate consistent improvements in route compactness, stability, and workload distribution compared to representative metaheuristic baselines. Beyond performance gains, the method also provides a scalable and interpretable framework that can be readily applied to logistics, surveillance, and search-and-rescue applications where reliable large-scale coordination is essential.

多机器人路径规划蚁群优化负载均衡

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