원문정보
초록
영어
The studies to a distributive meaning have usually explained it in terms of different respects and each approach is distinguished from others. For example, Lakoff(1972) tried to interpret it in terms of a movement rule, Link(1983, 1987) in terms of a distributive operator of predication, Scha(1981)
in terms of a meaning postulate, Roberts(1987) in terms of a lambda operator, Choe(1987) in
terms of an anti-quantifier, and so on. But any attempt to unify such diverse approaches has
not made until now. This paper aims to examine the examples of distributive meaning, to
review the selected approaches to it and to propose an alternative with which all the examples
of distributive meaning can be explained uniformly. To do this, the distributive meaning is
defined as a distributive relation, which consists of a distributive key and a distributive share
in terms of a distributive trigger instead of a distributive assigner. (Chungbuk National
University)
목차
Ⅰ. 서론
Ⅱ. 배분 의미의 예
Ⅲ. 대표적인 접근법
3.1 이동규칙에 의한 접근
3.2 술어 배분 연산자에 의한 접근
3.3 양화사와 의미공준에 의한 접근
3.4 람다 연산자에 의한 접근
3.5 반양화사에 의한 접근
Ⅳ. 대안
4.1 배분 관계
4.2 배분 야기와 배분 할당
4.3 배분 야기소
4.4 배분 의미의 해석
Ⅴ. 결론
인용문헌