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量词辖城歧义的形式化生成问题一直受到学界关注。传统的蒙太格式生成方案一般将辖域歧义归结为句法构造上的歧义。近年来,斯蒂德曼在组合范畴语法框架下提出了一条全新的量词研究思路。他重新划分了量词格局,认为除全称量词及其亲缘量词之外,其他传统量词在语义上均为广义的斯科伦项。量词辖域歧义句的两种歧义由斯科伦项的常元与变元两种取值生成,从而巧妙地解决了传统语义生成理论所面临的诸多问题。从实践应用角度来看,组合范畴语法的量词处理方案也具有极好的信息处理价值。
Quantifiers Quanchengshi formal formation problem has been subject to academic attention. The traditional montage format generation scheme generally summarizes the domain ambiguity as syntactic constructivism. In recent years, Steadman put forward a brand new idea of quantifiers under the framework of combinatorial category grammar. He re-classified the pattern of the quantifiers, believing that all the other traditional measure words are semantically broad-minded except for the full quantifiers and their relative quantifiers. The two kinds of ambiguity of quantifier jurisdiction domain ambiguity sentence are generated by the two kinds of values of constant element and argument of the Scherlenian item, thus cleverly solving many problems that the traditional semantic generation theory faces. From a practical application point of view, the combination of domain grammar quantification program also has excellent information processing value.