重审强规划

Zhonghua Wen, Hai-Ping Huang, Li-Fang Huang, Zheng-Cheng Wu
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引用次数: 0

摘要

近年来,人们对所有国家-行动对下的强计划进行了研究。通常,状态-动作对越多,复杂性越高。事实上,有许多状态动作对对于强计划是无用的。在寻找强计划之前,寻找一组对强计划无用的状态-行动对是很重要的,据我们所知,这仍然是一个悬而未决的问题。本文针对非确定性状态转移系统,描述了一种利用可达能力矩阵对非确定性状态转移系统的状态可达能力进行计数的方法。利用状态到达能力,得到了强规划的一些重要结论。这些结论告诉我们,当我们搜索强计划时,哪些状态-行动对是无用的。因此,在搜索强计划之前,许多状态-动作对可以直接从所有状态-动作对中剔除。我们的贡献是关于强规划的一些重要结论,这些工作对提高求解强规划的算法效率具有重要意义。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Strong Planning Revisited
Strong planning under all state-action pairs has been researched in recent years. Normally, the more the state-action pairs are, the higher of complexity is. In fact, there are many state action pairs which are useless for strong planning. Before finding strong planning, it is significant to find a set of state-action pairs which are useless for strong planning, and to best of our knowledge, it is still an open problem. In this paper, for a nondeterministic state-transition system, describes a method about how to use the reach ability matrix to count the state reach ability in a nondeterministic state-transition system. Using the state reach ability, some important conclusions about strong planning are acquired. These conclusions tell us what state-action pairs are useless when we search strong planning. So a lot of state-action pairs can eliminate directly from all state-action pairs before searching strong planning. Our contribution is the some important conclusions about strong planning, these works are significant to improve the efficiency of algorithm for solving strong planning.
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