极简程序与最优理论:哪个是最优的?作为案例研究的Wh-Elements

Inass Announi, T. A. Afkinich
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引用次数: 0

摘要

本研究从极简程序理论和最优性理论的角度分析了“为什么”问题。我们研究了具体的“wh”结构,包括间隙策略、原位策略、多重“wh”问题和相对“wh”问题。本文介绍了OT和MP在分析wh元素方面的异同。一个关键的区别是,OT解决了可选性问题,并清楚地处理了语法-语用学接口的某些方面。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Minimalist Program and Optimality Theory: Which is the Most Optimal? Wh-Elements as a Case Study
This study analyzes wh-questions from the perspective of the theories of the Minimalist Program and Optimality Theory. We look at specific wh-constructions, including the gap strategy, the in-situ strategy, multiple wh-questions, and relativized wh-questions. This paper shows both the similarities and differences between OT and MP in analyzing wh-elements. One crucial difference is that OT solves the problem of optionality and clearly tackles some aspects of the syntax-pragmatics interface.
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