The presupposition of even

Linmin Zhang
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Abstract

I present a new observation with regard to the felicity of using even: There is no apparent focus/QUD congruence for even-sentences. For example,  Even Mary came cannot be used to answer a question like who came or who was unlikely to come. Instead, the felicitous use of Even Mary came is to address issues like how successful the exhibition was, how enthusiastic people were, how urgent the matter was, etc. Thus I propose that the use of even is QUD-sensitive, always with regard to a contextually salient degree question. Even brings a degree-based presupposition of additivity, not an entity-based one (see also Greenberg 2018 for a similar view).  An even-sentence presupposes that its prejacent is associated with a degree value, a benchmark value higher than the usual contextual threshold, resolving a degree question with an increasingly positive answer. E.g., under a relevant scenario about how popular a certain talk was, Even Mary came is roughly interpreted as (the talk was so popular) that Mary came. Under the current analysis,  the entity-based additivity and likelihood-based scalarity of even, which are considered presuppositions under the traditional view, are now considered implicatures. 
偶数的前提
我提出了一个关于使用偶数的幸福的新观察:偶句没有明显的焦点/QUD一致性。例如,Even Mary came不能用来回答谁来了或谁不太可能来的问题。相反,“Even Mary came”的恰当用法是用来表达展览有多成功、人们有多热情、事情有多紧急等问题。因此,我建议even的使用是qud敏感的,总是考虑到上下文突出的程度问题。甚至提出了基于程度的加性前提,而不是基于实体的加性前提(参见格林伯格2018年的类似观点)。一个偶句预设它的表示与一个度值相关联,一个高于通常上下文阈值的基准值,用一个越来越肯定的答案来解决一个度问题。例如,在一个关于某个演讲有多受欢迎的相关场景下,Even Mary came被粗略地解释为(这个演讲太受欢迎了)that Mary came。在目前的分析中,传统观点认为的基于实体的可加性和基于似然的偶数标度被认为是前提,现在被认为是隐含。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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