构造性数学视域下构造性置词语法疏论

On Constructive Adpositional Grammars from the Perspective of Constrictive Mathematics

意大利语言学家Gobbo和Benini在考察置词如何在自然语言分析中运作的过程中提出了构造性置词语法。它是以构造性数学为视角拓展语言的研究范围,是以语素为基本单位来表征形态句法的置词范式研究,是理解与诠释语法化、构式、语用等语言现象的自然语言分析方法。它既为生成语法与构式语法之间的互补性找到了桥接,也是生成语法与构式语法长期论争过程中研究范式突破与进展的必然选择。

Constructive Adpositional Grammars,proposed by Italian linguists Gobbo and Benini,aims at examining how adpositions operate in the analysis of natural language. Constructive Adpositional Grammars construct its own unique adpostional paradigm from the perspective of Constrictive Mathematics,which describes morphemes as basic unit to represent morphological syntax and constructs its own analysis method of natural language. Therefore,it becomes not only the bridge of contrary-complementariness between generative grammar and construction grammar,but also the inevitable choice of the breakout and development of research paradigm in the process of long-lasting debate between generative grammar and construction grammar.