Onset conspiracy in Upper Sorbian

IF 0.8 2区 文学 0 LANGUAGE & LINGUISTICS Journal of Linguistics Pub Date : 2022-11-02 DOI:10.1017/S0022226722000421
J. Rubach
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引用次数: 1

Abstract

This article has two goals: descriptive and theoretical. On the descriptive side, the article presents a grammar of gliding and epenthesis of Upper Sorbian. The descriptive goal is worthy because Upper Sorbian has a highly complex but regular and productive system of gliding and epenthesis. Upper Sorbian stands out from a typological point of view because it has ten [sic] different strategies to satisfy Onset. On the theoretical side, the question is whether Optimality Theory that has been designed to solve conspiracies can deal with the complexities of Upper Sorbian. The answer is that it cannot unless it is modified to admit derivational levels. A point of interest is that level 1 in Upper Sorbian must be defined as the root level, not as the expected stem level that includes roots and affixes. Further, it is demonstrated that Itô and Mester’s Crisp Edge constraint makes wrong predictions for Upper Sorbian, so a new constraint, Multi, is postulated. Also, the analysis bears on the issue of positional markedness versus positional faithfulness and the question of whether Duke of York derivations should be admitted in phonology.
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上索布族的发病阴谋
本文有两个目标:描述性和理论性。在描述方面,本文介绍了上索布族语的滑音和扩音语法。描述的目标是值得的,因为上索布族有一个高度复杂但规则和富有成效的滑行和扩张系统。从类型学的角度来看,上索布族很突出,因为它有十种不同的策略来满足发病。在理论方面,问题是设计用来解决阴谋的最优性理论是否可以处理上索布族的复杂性。答案是,除非对其进行修改,使其能够接受衍生水平,否则就不能。有趣的一点是,上索布语的第一级必须定义为词根级,而不是预期的词干级,包括词根和词缀。进一步证明Itô和梅斯特的脆边约束对上索布族做出了错误的预测,因此假设了一个新的约束,Multi。此外,本文还分析了位置标记与位置忠实的问题,以及约克公爵衍生词是否应该在音系学中被承认的问题。
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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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