Questions embedded under responsive predicates and definite descriptions both give rise to a variety of phenomena which can be grouped under the term plurality effects: quantificational variability, cumulativity, and homogeneity effects. This similarity has not gone unnoticed, and many proposals have taken inspiration in theories of definite plurals to account for these effects with embedded questions. Recently these phenomena have received less attention, as the field has focused on the so-called intermediate exhaustive reading of embedded questions instead, after Spector called (...) into question the traditional dichotomy between weak and strong exhaustive readings. As a result, the intermediate exhaustive reading has been accounted for at the expense of empirical coverage in other areas. In this paper, I propose a modular theory which derives the currently much discussed exhaustive readings without giving up the rich semantics necessary to account for plurality effects. My account of quantificational variability, cumulativity, and homogeneity effects builds on recent work on these phenomena in the nominal domain by adopting a categorial approach to embedded questions, while the strong and intermediate exhaustive readings are implemented using an independent strengthening mechanism suggested in Klinedinst and Rothschild :1–23, 2011). The resulting theory not only recovers important results on plurality effects; it offers new, simple solutions for some puzzles presented in George :166–177, 2013) and Paillé and Schwarz Proceedings of WCCFL 36, vol 36, Cascadilla Proceedings Project, Somerville, 2018), naturally derives readings that had been postulated in previous literature, makes correct predictions in many unexplored cases, and is compatible with recent results in psycholinguistics. In the last sections I justify my assumptions and show how possible limitations I inherit from the theories I build on can be accommodated under standard assumptions. (shrink)

When used next to a predicate at the extreme of a scale such as perfect, the exclusive modifiers just and simply convey a distinctive intensifying effect, presenting a puzzle for theories of exclusivity and alternative-based meanings more broadly. In this article, I develop an analysis of these modifiers as a special kind of alternative-targeting operator, whereby the speaker signals that more specific descriptions than the one they just asserted—modeled here as granularity-based alternatives—are not assertion-worthy in the context—i.e., they need not (...) be asserted in order for a complete representation of the facts to be provided. On this analysis, the intensifying effect of these modifiers are derived from the interaction of exclusivity, granularity, and the distinctive semantic properties of predicates denoting the extreme of a scalar extreme. More broadly, the proposal affords a jumping-off point for further work exploring the interaction between scalarity and exclusive operators, highlighting a number of intriguing lines of future research across semantics and pragmatics. (shrink)