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基数在测量表达式解释中的作用。

The Role of Cardinality in the Interpretation of Measurement Expressions.

作者信息

Syrett Kristen

机构信息

Rutgers, The State University of New Jersey.

出版信息

Lang Acquis. 2013 Jan 1;20(3):228-240. doi: 10.1080/10489223.2013.796949.

Abstract

The purpose of this brief article is to investigate four-year-olds' interpretation of attributive measure phrases (MPs), such as , and the role of cardinality in mediating children's responses. In two experiments, I demonstrate that children at this age are starting to recognize that such MPs refer to a property of an individual, such as weight per unit (rather than the weight of an entire collection). Accordingly, they distinguish between attributive and pseudopartitive MPs. However, when the opportunity presents itself to treat the number word as referring to the cardinality of a set, some children succumb to this pressure, deviating from adult-like responses. I argue that the fundamental aspect of number word meaning that children take the first few years of life to master - that number words denote exact cardinality of a set of discrete objects - is precisely the aspect they must overcome when interpreting these MPs. However, the evidence shows that four-year-olds are well on their way to doing so.

摘要

这篇短文的目的是研究四岁儿童对定语度量短语(如“每……”)的理解,以及基数在调节儿童反应中所起的作用。在两个实验中,我证明了这个年龄段的儿童开始认识到这样的定语度量短语指的是个体的一种属性,比如单位重量(而不是整个集合的重量)。因此,他们能够区分定语度量短语和伪部分度量短语。然而,当有机会将数字词理解为指代集合的基数时,一些儿童会受到这种影响,做出与成人不同的反应。我认为,儿童在生命最初几年需要掌握的数字词意义的基本方面——数字词表示一组离散对象的确切基数——恰恰是他们在解释这些定语度量短语时必须克服的方面。然而,有证据表明四岁儿童正在朝着这个方向稳步前进。

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