AISep 29, 2018

Refining Manually-Designed Symbol Grounding and High-Level Planning by Policy Gradients

arXiv:1810.00177v11 citations
Originality Incremental advance
AI Analysis

This work addresses the challenge of manual design in hierarchical planning for applications like human decision-making, but it is incremental as it refines existing modules rather than introducing a new paradigm.

The paper tackles the problem of reducing human effort in designing hierarchical planners by proposing a framework that automatically refines manually-created symbol grounding functions and high-level planners using policy gradients, with preliminary experiments on the Mountain Car problem showing successful refinement.

Hierarchical planners that produce interpretable and appropriate plans are desired, especially in its application to supporting human decision making. In the typical development of the hierarchical planners, higher-level planners and symbol grounding functions are manually created, and this manual creation requires much human effort. In this paper, we propose a framework that can automatically refine symbol grounding functions and a high-level planner to reduce human effort for designing these modules. In our framework, symbol grounding and high-level planning, which are based on manually-designed knowledge bases, are modeled with semi-Markov decision processes. A policy gradient method is then applied to refine the modules, in which two terms for updating the modules are considered. The first term, called a reinforcement term, contributes to updating the modules to improve the overall performance of a hierarchical planner to produce appropriate plans. The second term, called a penalty term, contributes to keeping refined modules consistent with the manually-designed original modules. Namely, it keeps the planner, which uses the refined modules, producing interpretable plans. We perform preliminary experiments to solve the Mountain car problem, and its results show that a manually-designed high-level planner and symbol grounding function were successfully refined by our framework.

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