A new approach to Negative Concord: Catalan as a case in point

IF 0.8 2区 文学 0 LANGUAGE & LINGUISTICS Journal of Linguistics Pub Date : 2023-08-25 DOI:10.1017/s0022226723000233
Susagna Tubau, Urtzi Etxeberria, M. Espinal
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引用次数: 1

Abstract

In this paper, we revisit the phenomenon of Negative Concord focusing on the Strict vs. Non-Strict divide. With Catalan as a case in point, we show that Negative Concord Items (NCIs) are not negative quantifiers (NQs) or polarity items (PIs) but inherently negative indefinites by virtue of carrying a negative feature [neg] that contributes a negative semantics to the proposition and is subject to a syntax–phonology constraint that forces it to overtly c-command Tense in compliance with Jespersen’s NegFirst principle. We argue that to satisfy such constraint, [neg] can disembody from the NCI via overt Move F(eature) to adjoin at a pre-Infl(ection) position and be Spelled-Out homophonous to the negative marker. The Strict vs. Non-Strict contrast follows from whether [neg] always moves independently from the rest of the NCI via Move F (Strict Negative Concord) or predates, whenever possible, on another movement of the NCI that places [neg] in the required pre-Infl position (Non-Strict Negative Concord) thus not having to disembody.
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消极和谐的新途径:加泰罗尼亚语就是一个很好的例子
在本文中,我们重新审视了消极和谐的现象,重点是严格与非严格的区分。以加泰罗尼亚语为例,我们表明否定的和谐项(NCIs)不是否定量词(NQs)或极性项(pi),而是固有的否定不定词,因为它带有一个否定的特征[neg],为命题贡献了否定的语义,并受到语法音韵学约束,迫使它明显地遵循Jespersen的NegFirst原则使用c命令时态。我们认为,为了满足这样的约束,[negative]可以通过明显的移动F(特征)从NCI中分离出来,在前插入(ection)位置相邻,并与否定标记同音拼出。严格与非严格的对比来自于[否定]是否总是通过动作F(严格否定协调)独立于NCI的其余部分移动,或者在可能的情况下,在NCI的另一个运动中将[否定]置于所需的前infl位置(非严格否定协调),从而不必脱离。
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来源期刊
CiteScore
2.20
自引率
9.10%
发文量
46
期刊介绍: Journal of Linguistics (JL) has as its goal to publish articles that make a clear contribution to current debate in all branches of theoretical linguistics. The journal also provides an excellent survey of recent linguistics publications, with around thirty book reviews in each volume and regular review articles on major works marking important theoretical advances. View a FREE collection of JL papers, highlighting the Journal"s broad coverage
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