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A Generalised Approach for Encoding and Reasoning with Qualitative Theories in Answer Set Programming

机译:答案集规划中定性理论的编码和推理的广义方法

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Qualitative reasoning involves expressing and deriving knowledge based on qualitative terms such as natural language expressions, rather than strict mathematical quantities. Well over 40 qualitative calculi have been proposed so far, mostly in the spatial and temporal domains, with several practical applications such as naval traffic monitoring, warehouse process optimisation and robot manipulation. Even if a number of specialised qualitative reasoning tools have been developed so far, an important barrier to the wider adoption of these tools is that only qualitative reasoning is supported natively, when real-world problems most often require a combination of qualitative and other forms of reasoning. In this work, we propose to overcome this barrier by using ASP as a unifying formalism to tackle problems that require qualitative reasoning in addition to non-qualitative reasoning. A family of ASP encodings is proposed which can handle any qualitative calculus with binary relations. These encodings are experimentally evaluated using a real-world dataset based on a case study of determining optimal coverage of telecommunication antennas, and compared with the performance of two well-known dedicated reasoners. Experimental results show that the proposed encodings outperform one of the two reasoners, but fall behind the other, an acceptable trade-off given the added benefits of handling any type of reasoning as well as the interpretability of logic programs.
机译:定性推理涉及根据自然语言表达等定性术语表达和推导知识,而不是严格的数学数量。到目前为止,超过了40种定性计算,主要是在空间和时间域中,具有几种实际应用,如海军交通监控,仓库流程优化和机器人操纵。即使已经开发了许多专业的定性推理工具,迄今为止采用这些工具的一个重要障碍是,当真实世界问题最常需要定性和其他形式的组合时,才能自然地支持定性推理推理。在这项工作中,我们建议通过使用ASP作为统一形式主义来解决这种障碍,以解决需要定性推理的问题,除非是不定性的推理。提出了一系列ASP编码,可以处理具有二元关系的任何定性微积分。基于确定电信天线的最佳覆盖率的案例研究,使用真实世界数据集进行实验评估这些编码,并与两个众所周知的专用推理仪的性能相比。实验结果表明,拟议的编码优于两个推理员之一,但落后于另一个,可接受的权衡给出了处理任何类型的推理以及逻辑计划的可解释性的额外益处。

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