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Describing plan recognition as non-monotonic reasoning and belief revision.

机译:将计划识别描述为非单调推理和信念修订。

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摘要

We provide a characterization of plan recognition in terms of a general framework of belief revision and non-monotonic reasoning. We adopt a generalization of classical belief revision to describe a competence model of plan recognition which supports dynamic change to all aspects of a plan recognition knowledge base, including background knowledge, action descriptions and their relationship to named plans, and accumulating sets of observations on agent actions.; Our plan recognition model exploits the underlying belief revision model to assimilate observations, and answer queries about an agent's intended plans and actions. Supporting belief states are determined by observed actions and non-monotonic assumptions consistent with background knowledge and action descriptions.; We use a situation calculus notation to describe plans and actions, together with a small repertoire of meta predicates which are used to specify observations to the belief revision system, and to query the reasoning system regarding the current status of plans and predictable actions.; Our intent is to demonstrate the connections between a general plan recognition model and important concepts of belief revision and non-monotonic reasoning, to help establish a basis for improving the specification and development of specialized plan recognition systems.
机译:我们根据信念修正和非单调推理的一般框架来描述计划认可。我们采用经典信念修订的概括来描述计划识别的能力模型,该模型支持对计划识别知识库的各个方面进行动态更改,包括背景知识,操作说明及其与命名计划的关系,以及对代理的观察集的累积行动。我们的计划识别模型利用潜在的信念修订模型来吸收观察结果,并回答关于代理人的预期计划和行动的查询。支持的信念状态由观察到的动作和与背景知识和动作描述一致的非单调假设确定。我们使用情境演算符号来描述计划和动作,以及一小部分元谓词,这些谓词用于指定对信念修订系统的观察,并查询有关计划和可预期动作的当前状态的推理系统。我们的目的是演示通用计划识别模型与信念修订和非单调推理的重要概念之间的联系,以帮助建立基础,以改进专用计划识别系统的规范和开发。

著录项

  • 作者

    Jachowicz, Pawel.;

  • 作者单位

    University of Alberta (Canada).;

  • 授予单位 University of Alberta (Canada).;
  • 学科 Computer Science.
  • 学位 M.Sc.
  • 年度 1998
  • 页码 59 p.
  • 总页数 59
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 自动化技术、计算机技术 ;
  • 关键词

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