An Online Approach for Multi-Agent Path Finding Under Movement Uncertainty (Extended Abstract)

Elad Levy, Guy Shani, Roni Stern
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引用次数: 1

Abstract

In this work, we address the problem of finding paths for multiple agents while avoiding collisions between them, where agents' actions have stochastic outcomes. The objective is to create a joint policy for all agents that minimize the expected sum of costs of getting all agents to their goals, while guaranteeing that collisions never occur. Unlike previous work on multi-agent pathfinding (MAPF), the stochastic outcomes are not limited to delays, and thus the set of locations each agent may end up at can be very large. Consequently, offline planning is prohibitively expensive since collisions between agents may occur in many locations and time steps, while avoiding them is a hard constraint. Instead, we propose a suboptimal online approach in which each agent follows its individually-optimal policy until it detected potential collisions in the future. Then, the potentially conflicting agents create a joint policy for resolving the potential collision. We evaluated this policy experimentally on existing an MAPF benchmark, modified to include stochasticity. The results show that we are able to find high quality solutions for non-trivial grids with up to 12 agents, significantly surpassing several baseline approaches.
一种运动不确定性下的多智能体在线寻径方法(扩展摘要)
在这项工作中,我们解决了为多个智能体寻找路径的问题,同时避免了它们之间的碰撞,其中智能体的行为具有随机结果。目标是为所有代理创建一个联合策略,使所有代理达到目标的预期成本总和最小化,同时保证永远不会发生冲突。与之前的多智能体寻路(MAPF)不同,随机结果并不局限于延迟,因此每个智能体最终可能到达的位置集可能非常大。因此,离线规划的成本非常高,因为代理之间的冲突可能发生在许多位置和时间步长,而避免它们是一个很难的约束。相反,我们提出了一种次优在线方法,其中每个智能体遵循其个人最优策略,直到它检测到未来的潜在碰撞。然后,潜在冲突的代理创建一个联合策略来解决潜在的冲突。我们在现有的MAPF基准上对该策略进行了实验评估,并修改为包含随机性。结果表明,我们能够为多达12个代理的非平凡网格找到高质量的解决方案,大大超过了一些基线方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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