This paper is concerned with the autonomous learning of plans in probabilistic domains without a priori domain-specific knowledge. In contrast to existing reinforcement learning algorithms that generate only reactive plans, and existing probabilistic planning algorithms that require a substantial amount of a priori knowledge in order to plan, a two-stage bottom-up process is devised in which first reinforcement learning/dynamic programming is applied, without the use of a priori domain-specific knowledge, to acquire a reactive plan, and then explicit plans are extracted from the reactive plan. Several options for plan extraction are examined, each of which is based on a beam search that performs temporal projection in a restricted fashion, guided by the value functions resulting from reinforcement learning/dynamic programming. Some completeness and soundness results are given. Examples in several domains are discussed that together demonstrate the working of the proposed model.
The paper presents an approach for hierarchical reinforcement learning that does not rely on a priori domain-specific knowledge regarding hierarchical structures. Thus, this work deals with a more difficult problem compared with existing work, It involves learning to segment action sequences to create hierarchical structures (for example, for the purpose of dealing with partially observable Markov decision processes, with multiple limited-memory or memoryless modules). Segmentation is based on reinforcement received during task execution, with different levels of control communicating with each other through sharing reinforcement estimates obtained by each other. The algorithm segments action sequences to reduce non-Markovian temporal dependencies, and seeks out proper configurations of long- and short-range dependencies, to facilitate the learning of the overall task. Developing hierarchies also facilitates the extraction of explicit hierarchical plans. The initial experiments demonstrate the promise of the approach.
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