한국어 수문문에 대한 분열문 분석 재고
The Cleft Analysis of Korean Sluicing Revisited
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There have been two contrastive analyses of Korean sluicing: the TP-deletion analysis on the one hand, and the (pseudo-)cleft analysis on the other. Due to peculiarities of Korean sluicing distinct from English sluicing, the TP-deletion analysis has been challenged, and the cleft analysis instead has been considered to be suitable for analyzing Korean sluicing. This paper, however, examines problems of the cleft analysis, and presents an alternative. Based on LF-copying approach to ellipsis, this paper presents -un kesita construction as an underlying structure of Korean sluicing. Dealing with indefinite correlates as a kind of generalized quantifiers, which are subject to constraints on quantifier raising, this paper argues that the existence of an explicit correlate has an effect to selectively copy a relevant TP in a preceding clause, consequently showing the effect of island-repair. The presented analysis can also provide direct explanations for other data, unaccountable under the cleft analysis.
Abstract
There have been two contrastive analyses of Korean sluicing: the TP-deletion analysis on the one hand, and the (pseudo-)cleft analysis on the other. Due to peculiarities of Korean sluicing distinct from English sluicing, the TP-deletion analysis has been challenged, and the cleft analysis instead has been considered to be suitable for analyzing Korean sluicing. This paper, however, examines problems of the cleft analysis, and presents an alternative. Based on LF-copying approach to ellipsis, this paper presents -un kesita construction as an underlying structure of Korean sluicing. Dealing with indefinite correlates as a kind of generalized quantifiers, which are subject to constraints on quantifier raising, this paper argues that the existence of an explicit correlate has an effect to selectively copy a relevant TP in a preceding clause, consequently showing the effect of island-repair. The presented analysis can also provide direct explanations for other data, unaccountable under the cleft analysis.
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