Involving cognitive science in model transformation for description logics

IF 0.6 4区 数学 Q2 LOGIC
Willi Hieke, Sarah Schwöbel, Michael N Smolka
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引用次数: 0

Abstract

Knowledge representation and reasoning (KRR) is a fundamental area in artificial intelligence (AI) research, focusing on encoding world knowledge as logical formulae in ontologies. This formalism enables logic-based AI systems to deduce new insights from existing knowledge. Within KRR, description logics (DLs) are a prominent family of languages to represent knowledge formally. They are decidable fragments of first-order logic, and their models can be visualized as edge- and vertex-labeled directed binary graphs. DLs facilitate various reasoning tasks, including checking the satisfiability of statements and deciding entailment. However, a significant challenge arises in the computation of models of DL ontologies in the context of explaining reasoning results. Although existing algorithms efficiently compute models for reasoning tasks, they usually do not consider aspects of human cognition, leading to models that may be less effective for explanatory purposes. This paper tackles this challenge by proposing an approach to enhance the intelligibility of models of DL ontologies for users. By integrating insights from cognitive science and philosophy, we aim to identify key graph properties that make models more accessible and useful for explanation.
让认知科学参与描述符逻辑的模型转换
知识表示与推理(KRR)是人工智能(AI)研究的一个基础领域,其重点是将世界知识编码为本体中的逻辑公式。这种形式主义使基于逻辑的人工智能系统能够从现有知识中推导出新的见解。在 KRR 中,描述逻辑(DL)是正式表示知识的一个重要语言系列。它们是一阶逻辑的可解片段,其模型可以可视化为有边和顶点标记的有向二元图。有向二元图有助于完成各种推理任务,包括检查语句的可满足性和判定蕴涵。然而,在解释推理结果时,计算 DL 本体的模型是一个重大挑战。虽然现有的算法可以高效地计算推理任务的模型,但它们通常没有考虑人类认知的各个方面,导致计算出的模型在解释性目的上可能不那么有效。本文针对这一挑战,提出了一种提高用户对 DL 本体模型可理解性的方法。通过整合认知科学和哲学的见解,我们旨在确定关键的图属性,使模型更易于理解和更有助于解释。
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来源期刊
CiteScore
2.60
自引率
10.00%
发文量
76
审稿时长
6-12 weeks
期刊介绍: Logic Journal of the IGPL publishes papers in all areas of pure and applied logic, including pure logical systems, proof theory, model theory, recursion theory, type theory, nonclassical logics, nonmonotonic logic, numerical and uncertainty reasoning, logic and AI, foundations of logic programming, logic and computation, logic and language, and logic engineering. Logic Journal of the IGPL is published under licence from Professor Dov Gabbay as owner of the journal.
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