偶数的镜像和标量意义

O. Simonin
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引用次数: 1

摘要

我在这里发展的分析借鉴了mirativity的概念(DeLancey 1987)和Kay(1990)对偶数的标量性质的洞察。我表明,这甚至需要重建一个隐含的尺度,在这个尺度上,这个状语标记突出显示的元素在所考虑的集合中最令人惊讶(或更令人惊讶)。even的这种非指称、非命题的意义很可能引发一系列的推论,这些推论的地位在本文中有适当的讨论,并可能加强或削弱其他推导出来的假设,甚至指导它们的推导本身。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The mirative and scalar meaning of even
The analysis I develop here draws on the concept of mirativity (DeLancey 1987) and on Kay’s (1990) insight into the scalar nature of even. I show that even calls for the reconstruction of an implicit scale, on which the element highlighted by this adverbial marker stands out as the most (or more) surprising in the set considered. This non-referential, non-propositional meaning of even is likely to trigger a series of inferences, whose status is duly discussed, and to strengthen or weaken other derived assumptions, and even to guide their derivation itself.
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