使用时间逻辑和预测概率状态模型的流推理

Mattias Tiger, F. Heintz
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引用次数: 18

摘要

整合逻辑和概率推理以及整合观察和预测推理是人工智能的两个重要挑战。在本文中,我们提出P-MTL作为度量时间逻辑的扩展,支持对概率和预测状态的时间逻辑推理。贡献是(1)对单个时间点不确定状态的推理,(2)对时间点之间不确定状态的推理,(3)对未来和过去状态的不确定预测的推理,以及(4)基于物理世界观察的不确定性的计算环境形式主义。给出了具体的机器人足球实例。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Stream Reasoning Using Temporal Logic and Predictive Probabilistic State Models
Integrating logical and probabilistic reasoning and integrating reasoning over observations and predictions are two important challenges in AI. In this paper we propose P-MTL as an extension to Metric Temporal Logic supporting temporal logical reasoning over probabilistic and predicted states. The contributions are (1) reasoning over uncertain states at single time points, (2) reasoning over uncertain states between time points, (3) reasoning over uncertain predictions of future and past states and (4) a computational environment formalism that ground the uncertainty in observations of the physical world. Concrete robot soccer examples are given.
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