Obligatory Control in Irish and Polish: A Reappraisal

A. Bondaruk
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Abstract

Obligatory control (henceforth, OC) has constituted a topic extensively discussed in the literature (cf., for instance, Williams (1980), Landau (2000), Wurmbrand (2001)). Recently the controversy over OC has climaxed in the emergence of two rivaling approaches, deriving it via two distinct mechanisms. The movement theory of control, advocated by Hornstein (1999, 2001, 2003), Boeckx and Hornstein (2004, 2006), among others, derives OC by means of the N(D)P-movement of the alleged controller of PRO without posting PRO as a separate empty category altogether. The latter approach – the calculus of control proposed by Landau (2004, 2008) – maintaining the existence of PRO, obtains OC thanks to the interplay between C and I found in the non-finite clause. The present paper is rooted within the second approach and its main objective consists in providing an analysis of OC in Irish and Polish. The paper starts with a short overview of two subtypes of OC, i.e. exhaustive and partial control. This is followed by a brief outline of Landau’s (2004, 2008) model. Afterwards, an attempt is made to analyse Irish and Polish OC within Landau’s calculus of control.
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爱尔兰和波兰的强制管制:再评价
强制性控制(以下简称OC)已成为文献中广泛讨论的话题(例如,Williams (1980), Landau (2000), Wurmbrand(2001))。最近,关于OC的争论达到了高潮,出现了两种相互竞争的方法,通过两种不同的机制推导OC。由Hornstein(1990,2001,2003)、Boeckx和Hornstein(2004,2006)等人倡导的运动控制理论,通过所谓的PRO控制者的N(D) p运动推导出OC,而没有将PRO作为一个单独的空类别。后一种方法- Landau(2004,2008)提出的控制演算-维持PRO的存在,由于C和我在非有限子句中发现的相互作用而获得OC。本文立足于第二种方法,其主要目的在于对爱尔兰语和波兰语的英语语言进行分析。本文首先简要概述了OC的两个子类型,即穷举控制和部分控制。接下来是对Landau(2004,2008)模型的简要概述。随后,本文试图分析兰道控制下的爱尔兰和波兰OC。
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