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Upward refinement operators for conceptual blending in the description logic εL++

机译:向上精简运算符,用于描述逻辑εL++中的概念融合

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摘要

Conceptual blending is a mental process that serves a variety of cognitive purposes, including human creativity. In this line of thinking, human creativity is modeled as a process that takes different mental spaces as input and combines them into a new mental space, called a blend. According to this form of combinational creativity, a blend is constructed by taking the commonalities among the input mental spaces into account, to form a so-called generic space, and by projecting the non-common structure of the input spaces in a selective way to the novel blended space. Since input spaces for interesting blends are often initially incompatible, a generalisation step is needed before they can be blended. In this paper, we apply this idea to blend input spaces specified in the description logic epsilon L++ and propose an upward refinement operator for generalising epsilon L-+(+) concepts. We show how the generalisation operator is translated to Answer Set Programming (ASP) in order to implement a search process that finds possible generalisations of input concepts. The generalisations obtained by the ASP process are used in a conceptual blending algorithm that generates and evaluates possible combinations of blends. We exemplify our approach in the domain of computer icons.
机译:概念融合是一种心理过程,可用于多种认知目的,包括人类创造力。在这种思维方式中,人类创造力被建模为一个过程,该过程将不同的心理空间作为输入并将它们组合成一个新的心理空间,称为混合。根据这种组合创造力的形式,通过考虑输入心理空间之间的共性来构建混合体,以形成所谓的通用空间,并通过选择性地投射输入空间的非公共结构来构建混合体。新颖的混合空间。由于有趣的混合的输入空间通常最初不兼容,因此需要先进行概括步骤,然后才能进行混合。在本文中,我们将此思想应用于描述逻辑epsilon L ++中指定的输入空间的混合,并提出了向上精简运算符,用于推广epsilon L-+(+)概念。我们将展示如何将泛化运算符转换为答案集编程(ASP),以实现查找输入概念可能的泛化的搜索过程。通过ASP过程获得的概括用于概念混合算法中,该算法生成并评估混合的可能组合。我们以计算机图标领域为例来说明我们的方法。

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