“整体与部分”基本方向关系的混合推理模型

A. Kor, B. Bennett
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引用次数: 10

摘要

在我们之前的论文(Kor and Bennett, 2003年和2010年)中,我们已经展示了如何根据水平和垂直约束(称为水平和垂直约束模型)将基于投影的基本方向模型中的九个瓷砖划分为若干组。为了建立一个表达二维单片区域(无孔)方向关系的混合模型,我们将众所周知的RCC-8模型与上述模型相结合。从这个表达性的混合模型中,我们分别导出了8个基本二元关系和13个x和y方向的可行和联合穷举关系。在这些基本二元关系的基础上,我们分别导出了表达性和弱方向关系的两个单独的8 × 8组合表。我们引入了一个计算“整体或部分”区域之间的表达性方向关系和弱方向关系组成的公式。最后,我们还展示了如何使用表达混合模型来做出现有模型无法实现的几种存在推断。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Hybrid Reasoning Model for "Whole and Part" Cardinal Direction Relations
We have shown how the nine tiles in the projection-based model for cardinal directions can be partitioned into sets based on horizontal and vertical constraints (called Horizontal and Vertical Constraints Model) in our previous papers (Kor and Bennett, 2003 and 2010). In order to come up with an expressive hybrid model for direction relations between two-dimensional singlepiece regions (without holes), we integrate the well-known RCC-8 model with the above-mentioned model. From this expressive hybrid model, we derive 8 basic binary relations and 13 feasible as well as jointly exhaustive relations for the x- and y-directions, respectively. Based on these basic binary relations, we derive two separate 8 × 8 composition tables for both the expressive and weak direction relations. We introduce a formula that can be used for the computation of the composition of expressive and weak direction relations between "whole or part" regions. Lastly, we also show how the expressive hybrid model can be used to make several existential inferences that are not possible for existing models.
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