自然语言中不连续表示算法的实现

Q3 Arts and Humanities
Icon Pub Date : 2023-03-01 DOI:10.1109/ICNLP58431.2023.00059
Ratna Nirupama, Prakash Mondal
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引用次数: 0

摘要

本文演示了一种将三种语法形式的表示原则:用短语结构语法(PSG)来表示选区,用依存语法(DG)来表示头部依赖关系,用范畴语法(CG)来表示函子-论证关系来实现统一表示的算法。该算法对自然语言中的连续句和不连续句进行分析,从而为自然语言中的不连续句提供了一种独特的解决方案。为了说明问题,本文采用了萨利什语中的一个不连续关系从句来说明该算法的实现。本文最后讨论了该算法的意义和统一表示,并给出了结论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On the implementation of the algorithm for representation of discontinuity in natural language
The present paper is a demonstration of the algorithm to integrate the representational principles of three grammar formalisms: constituency by Phrase Structure Grammar (PSG), head-dependency relations by Dependency Grammar (DG) and functor-argument relations by Categorial Grammar (CG) for achieving a unified representation. This algorithm is written for analyzing both continuous and discontinuous sentences in natural language and thereby provides a unique solution towards discontinuity in natural language. For mustrative purposes, a discontinuous relative clause from Salish has been taken to show the implementation of the algorithm. A discussion on the significance of this algorithm and the unified representation is present towards the end of the paper, followed by a conclusion.
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Icon Arts and Humanities-History and Philosophy of Science
CiteScore
0.30
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