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arXiv 2303.09477cs.RO
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学习用于基于搜索的导航规划的局部启发式函数

Learning Local Heuristics for Search-Based Navigation Planning

Rishi Veerapaneni, Muhammad Suhail Saleem, Maxim Likhachev

AI总结:

本文提出为基于搜索的导航规划定义并学习局部启发式函数,以更小的学习问题提升泛化性,并在保持有界次优性的同时将节点扩展减少2-20倍。

摘要:

用于导航的图搜索规划算法通常严重依赖启发式函数来高效规划路径。因此,尽管这类方法不需要训练阶段,并且能够直接规划长时域路径,但它们往往需要对手工设计的、信息丰富的启发式函数进行细致构造。近期工作已开始通过使用机器学习学习可引导搜索算法的启发式函数,来绕开手工设计的启发式函数。虽然这些方法能够从原始输入中学习复杂的启发式函数,但它们:i)需要大量训练阶段,且 ii)不能很好地泛化到新地图和更长时域的路径。我们的贡献在于表明,与其学习全局启发式估计,我们可以定义并学习局部启发式函数,这会产生一个显著更小的学习问题并改善泛化能力。我们表明,使用这种局部启发式函数可以将节点扩展次数减少2至20倍,同时保持有界次优性,并且易于训练,还能泛化到新地图和长时域规划。

英文摘要:

Graph search planning algorithms for navigation typically rely heavily on heuristics to efficiently plan paths. As a result, while such approaches require no training phase and can directly plan long horizon paths, they often require careful hand designing of informative heuristic functions. Recent works have started bypassing hand designed heuristics by using machine learning to learn heuristic functions that guide the search algorithm. While these methods can learn complex heuristic functions from raw input, they i) require a significant training phase and ii) do not generalize well to new maps and longer horizon paths. Our contribution is showing that instead of learning a global heuristic estimate, we can define and learn local heuristics which results in a significantly smaller learning problem and improves generalization. We show that using such local heuristics can reduce node expansions by 2-20x while maintaining bounded suboptimality, are easy to train, and generalize to new maps & long horizon plans.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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