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arXiv 2406.03361cs.LG
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组合推理问题的分层搜索中什么最重要?

What Matters in Hierarchical Search for Combinatorial Reasoning Problems?

University of Warsaw(华沙大学);UC Berkeley(加州大学伯克利分校);IDEAS NCBR;Nomagic(诺玛吉公司);Institute of Mathematics, Polish Academy of Sciences(波兰科学院数学研究所)

Michał Zawalski, Gracjan Góral, Michał Tyrolski, Emilia Wiśnios, Franciszek Budrowski, Marek Cygan, Łukasz Kuciński, Piotr Miłoś

AI总结:

针对组合推理问题中分层子目标规划方法性能不稳定的问题,本研究通过深入探索识别出发挥高级搜索优势的关键属性,并提出一致评估方法,为其应用场景和性能提升提供了指导。

摘要:

高效解决组合推理问题(尤其是臭名昭著的NP难任务)仍是AI研究的重大挑战。近期研究尝试通过结合分层高级搜索策略(即子目标方法)增强规划能力。尽管前景良好,但它们与传统低级规划器的性能对比并不稳定,引发了关于其应用场景的疑问。本研究对组合推理的子目标规划方法进行深入探索,识别出能发挥高级搜索优势的关键属性:难以学习的价值函数、复杂的动作空间、环境中存在死胡同,或使用来自不同专家的数据。我们提出一致的评估方法以实现方法间的有意义比较,并重新评估了最先进的算法。

英文摘要:

Efficiently tackling combinatorial reasoning problems, particularly the notorious NP-hard tasks, remains a significant challenge for AI research. Recent efforts have sought to enhance planning by incorporating hierarchical high-level search strategies, known as subgoal methods. While promising, their performance against traditional low-level planners is inconsistent, raising questions about their application contexts. In this study, we conduct an in-depth exploration of subgoal-planning methods for combinatorial reasoning. We identify the attributes pivotal for leveraging the advantages of high-level search: hard-to-learn value functions, complex action spaces, presence of dead ends in the environment, or using data collected from diverse experts. We propose a consistent evaluation methodology to achieve meaningful comparisons between methods and reevaluate the state-of-the-art algorithms.

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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