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Reasoning with coincidence grids—A sequent-based logic and an analysis of complexity

机译:符合网格的推理—基于序列的逻辑和复杂性分析

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摘要

Information is often represented in tabular format in everyday documents such as balance sheets, sales figures, and so on. Tables represent an interesting point in the spectrum of representation systems between pictures and sentences, since some aspects of tables are sentential or conventional in nature, while others are graphical. In this paper we describe a sequent-based logic for a particular formalized tabular representation system, that of coincidence grids. After presenting this system we will then provide an analysis of the complexity of reasoning with this formalism showing that the problem of deciding whether a coincidence grid can be consistently completed is NP-Complete.
机译:信息通常以表格形式出现在日常文档中,例如资产负债表,销售数字等。由于表的某些方面本质上是句子的或常规的,而其他方面是图形的,因此表在图片和句子之间的表示系统的光谱中代表了一个有趣的问题。在本文中,我们描述了针对特定形式化表格表示系统的基于序列的逻辑,即重合网格。在介绍了该系统之后,我们将使用这种形式主义对推理的复杂性进行分析,从而表明确定重合网格是否可以一致完成的问题是NP-Complete。

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