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Implicit complements: a dilemma for model theoretic semantics

机译:隐式补语:模型理论语义学的两难选择

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I show that words with indefinite implicit complements occasion a dilemma for their model theory. There has been only two previous attempts to address this problem, one by Fodor and Fodor (1980) and one by Dowty (1981). Each requires that any word tolerating an implicit complement be treated as ambiguous between two different lexical entries and that a meaning postulate or lexical rule be given to constrain suitably the meanings of the various entries for the word. I show that the positing of such an ambiguity runs counter to the facts and propose an alternative solution which does not appeal to ambiguity, meaning postulates or lexical rules. Indeed, I show that the dilemma posed by indefinite implicit complements is posed by all implicit complements and that a general solution to the problem of implicit complements follows from an independently motivated, single treatment of five other problems, that of subcategorization, that of phrasal projections of words, that of defining a model theoretic structure for phrase structure grammars, that of complement polyvalence and that of complement polyadicity.
机译:我发现带有不确定的隐式补语的单词为其模型理论带来了困境。以前只有两种尝试解决这个问题,一种是Fodor和Fodor(1980),另一种是Dowty(1981)。每个要求将容忍隐式补语的任何单词在两个不同的词法条目之间视为歧义,并且给出含义假设或词法规则以适当地约束该词的各个条目的含义。我证明了这种歧义的提出与事实背道而驰,并提出了一种不引起歧义的替代解决方案,即假定或词汇规则。的确,我证明了不确定的隐式补语所构成的两难困境是所有隐式补语所造成的,而对隐式补语问题的一般解决方案来自于对五个其他问题(子类别,短语预测)的独立动机,单独的处理。换句话说,定义短语结构语法的模型理论结构,补词多价和补词多义性。

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