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  1. The influence of polarity items on inferential judgments.Milica Denić, Vincent Homer, Daniel Rothschild & Emmanuel Chemla - 2021 - Cognition 215 (C):104791.
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  • Non-monotonicity in NPI licensing.Luka Crnič - 2014 - Natural Language Semantics 22 (2):169-217.
    The distribution of the focus particle even is constrained: if it is adjoined at surface structure to an expression that is entailed by its focus alternatives, as in even once, it must be appropriately embedded to be acceptable. This paper focuses on the context-dependent distribution of such occurrences of even in the scope of non-monotone quantifiers. We show that it is explained on the assumption that even can move at LF Syntax and semantics, 1979). The analysis is subsequently extended to (...)
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  • Modularity and intuitions in formal semantics: the case of polarity items.Emmanuel Chemla, Vincent Homer & Daniel Rothschild - 2011 - Linguistics and Philosophy 34 (6):537-570.
    Linguists often sharply distinguish the different modules that support linguistics competence, e.g., syntax, semantics, pragmatics. However, recent work has identified phenomena in syntax (polarity sensitivity) and pragmatics (implicatures), which seem to rely on semantic properties (monotonicity). We propose to investigate these phenomena and their connections as a window into the modularity of our linguistic knowledge. We conducted a series of experiments to gather the relevant syntactic, semantic and pragmatic judgments within a single paradigm. The comparison between these quantitative data leads (...)
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  • Licensing of PPI indefinites: Movement or pseudoscope?Vincent Homer & Rajesh Bhatt - 2019 - Natural Language Semantics 27 (4):279-321.
    Positive Polarity indefinites, such as some in English, are licensed in simplex negative sentences as long as they take wide scope over negation. When it surfaces under a clausemate negation, some can in principle take wide scope either by movement or by some semantic mechanism; e.g., it can take pseudoscope if it is interpreted as a choice function variable. Therefore, there is some uncertainty regarding the way in which PPI indefinites get licensed: can pseudoscope suffice? In this article we show, (...)
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