That’s not quite it: An experimental investigation of (non‑)exhaustivity in clefts

IF 1.1 0 LANGUAGE & LINGUISTICS
J. Veaugh-Geiss, Swantje Tönnis, Edgar Onea, M. Zimmermann
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引用次数: 13

Abstract

We present a novel empirical study on German directly comparing the exhaustivity inference in es -clefts to exhaustivity inferences in definite pseudoclefts, exclusives, and plain intonational focus constructions. We employ mouse-driven verification/falsification tasks in an incremental information-retrieval paradigm across two experiments in order to assess the strength of exhaustivity in the four sentence types. The results are compatible with a parallel analysis of clefts and definite pseudoclefts, in line with previous claims in the literature (Percus 1997, Buring & Križ 2013). In striking contrast with such proposals, in which the exhaustivity inference is conventionally coded in the cleft-structure in terms of maximality/homogeneity, our study found that the exhaustivity inference is not systematic or robust in es -clefts nor in definite pseudoclefts: Whereas some speakers treat both constructions as exhaustive, others treat both constructions as non-exhaustive. In order to account for this unexpected finding, we argue that the exhaustivity inference in both clefts and definite pseudoclefts — specifically those with the compound definite derjenige — is pragmatically derived from the anaphoric existence presupposition that is common to both constructions. EARLY ACCESS Supplementary materials
这还不完全是:对裂缝(非)穷尽性的实验研究
我们对德语进行了一项新的实证研究,直接比较了es -裂口中的穷尽性推理与确定假裂口、不排除音和普通语调焦点结构中的穷尽性推理。我们在两个实验中使用鼠标驱动的验证/证伪任务,以评估四种句子类型的耗尽性强度。结果与对裂缝和明确的伪裂缝的平行分析是一致的,与文献中的先前主张一致(Percus 1997, bururing & krimov 2013)。与这些建议形成鲜明对比的是,在这些建议中,穷尽性推理通常在最大性/同质性方面编码在裂隙结构中,我们的研究发现,穷尽性推理在es -cleft和确定的伪cleft中都不是系统的或健壮的:然而一些说话者认为这两种结构都是穷尽的,而另一些人则认为这两种结构都是非穷尽的。为了解释这一意想不到的发现,我们认为,在断续和确定的假断续中,特别是那些复合确定的断续中,穷尽性推理是从这两种结构共同的回指存在前提中衍生出来的。提前获取补充材料
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来源期刊
自引率
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发文量
14
审稿时长
50 weeks
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