用于问题解决的增量规则分块

Seng-Beng Ho, Fiona Liausvia
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引用次数: 4

摘要

在本文中,我们讨论了增量分块学习的动作规则如何增加长度和复杂性,以帮助解决更复杂的问题。为此,我们采用了一个具有简单物体和简化物理行为的微观世界。代理首先学习一些基本的基本规则,捕捉代理本身的基本物理行为,对象及其相互作用。然后,给系统一些中等复杂的问题,如从开始状态到目标状态,不需要太多步骤,系统使用标准的搜索过程(例如,a)来找到不需要太多搜索时间的解决方案,因为问题相对简单。然后,解决方案被记忆为“分块”规则,即采取一系列行动来实现某个目标。稍后,当遇到更复杂的问题(需要许多步骤才能解决的问题)时,可以使用先前发现的分块规则,通过提供分块子步骤来大大减少搜索空间。如果没有分块过程,解决复杂问题是不可能的,因为搜索空间组合起来会很大。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Incremental Rule Chunking for Problem Solving
In this paper we address the issues of how incrementally chunking learned action rules of increasing length and complexity can assist in solving problems of ever greater complexity. To this end, we employ a micro-world with simple objects and simplified physical behaviors. The agent first learns some basic elemental rules capturing the fundamental physical behaviors of the agent itself, the objects and their interactions. Then, some moderately complex problems such as going from a start state to a goal state that do not require too many steps are given to the system and the system uses a standard search process (e.g., A) to find solutions which do not require too much search time because the problems are relatively simple. The solutions are then remembered as "chunked" rules of taking a sequence of actions to achieve a certain goal. Later, when a more complex problem - one that requires many steps to solve - is encountered, the chunked rules discovered earlier can be used to greatly reduce the search space by providing chunked sub-steps. Problem solving for complex problems without the chunking process would be impossible, as the search space would be combinatorially large.
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