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Embedded Exhaustification: Evidence from Almost

机译:嵌入式穷举:几乎来自证据

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摘要

Recent work in the domain of scalar implicatures argues for the existence of a grammatical device of covert exhaustification exh (Krifka 1995; Chierchia 2006; Fox 2007; Fox and Spector 2009; Chierchia et al. 2011; Sauerland 2012). This covert operator strengthens sentence meanings in a way similar to neo-Gricean quantity inferences, but is crucially different in that it can strengthen embedded propositions. Embedded exhaustification can interact with higher operators, and many arguments for exh rest on these effects. This article presents another argument for the presence of a covert exhaustification operator in the grammar from its interaction with the approximative modifier almost. Intuitively, almost alpha might be paraphrased as 'close to but not quite alpha'. I motivate, and take as a starting point, a denotation for almost which derives both its proximal ('close to') inference and its negative ('not quite') inference as entailments (Horn 2002, 2005, 2011; Penka 2006). I present a new instance of a puzzle noted in Nouwen (2006) that poses a challenge to such an analysis: in certain environments, almost alpha can have an interpretation in which it seems that the negative inference has disappeared, and instead a monotonic inference arises (i.e. alpha is inferred rather than negated). I revisit and spell out the previously suggested solution (Horn 2005; Penka 2006; Spector 2015) that almost may take logical scope higher than other operators which c-command its surface position. The analysis of the novel case that I present assumes this scopal mobility, but crucially also relies on covert exhaustification. Under this proposal, the negative inference does not actually disappear, but is interpreted in a position where its contribution is obscured.
机译:标量隐含领域的最新研究表明存在一种隐蔽性排气exh的语法装置(Krifka 1995; Chierchia 2006; Fox 2007; Fox and Spector 2009; Chierchia et al。2011; Sauerland 2012)。这个隐蔽的运算符以类似于新纪元量推论的方式增强了句子的含义,但在关键方面却有所不同,因为它可以增强嵌入的命题。嵌入式穷举可以与高级运算符进行交互,并且exh的许多论点都取决于这些影响。本文提出了另一个论点,即语法几乎与近似修饰语的交互作用会导致语法中存在隐式穷举运算符。直观地,几乎alpha可以被解释为“接近但不是完全alpha”。我激励并以此为起点,几乎将其衍生为近义(“接近”)推断和否定(“不完全”)推断(Horn 2002,2005,2011; Penka 2006)。我介绍了Nouwen(2006)中提到的一个难题的新实例,它对这种分析提出了挑战:在某些环境中,几乎alpha可以做出这样的解释:负推论似乎消失了,而是出现了单调推论。 (即,推断而不是否定alpha)。我重新审视并阐明了先前建议的解决方案(Horn 2005; Penka 2006; Spector 2015),该解决方案的逻辑范围几乎可能比c-命令其表面位置的其他运算符更高。我目前对这起新案件的分析假定了这种骨活动性,但至关重要的是,它还依赖于隐蔽的穷举。根据该提议,否定推理实际上并没有消失,而是在其贡献被遮盖的位置被解释。

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  • 来源
    《Journal of semantics》 |2017年第1期|43-60|共18页
  • 作者

    Kilbourn-Ceron Oriana;

  • 作者单位

    McGill Univ, Montreal, PQ H3A 2T5, Canada;

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  • 正文语种 eng
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