Movement

Harmonic Minimalism - Cumulativity and Serialism in Syntax - Andrew Murphy

Andrew Murphy [+-]
University of Leipzig
Andrew Murphy is a postdoctoral researcher at the University of Leipzig where he obtained his PhD in linguistics in 2017.

Description

Further cases studies involving movement will be presented in the section. They can be broadly divided into two types: (i) stranding and (ii) case-related movement. For the first type, various instances of illicit stranding in English will be discussed. These include cases in which an element that can ordinarily be stranded cannot in a specific context. It will be argued that this is due to illicit cumulative interaction of constraints in a serial approach. The phenomena to be discussed include quantifier žoat from small clauses (Starke 1995), P-stranding and embedded topicalization, P-stranding and extraposition (Drummond 2009), sprouting and P-stranding (Chung et al. 1995), P-stranding and embedded wh-movement (Chomsky 1986). In each of these cases, a violable constraint against stranding prepositions or quantifiers will interact with other constraints in the grammar to give rise to unexpected restrictions on stranding configurations in the language. This will provide several further instances of cumulative effects in syntax, which do not always have satisfactory alternative accounts. The second set of case studies involve movement of oblique-marked elements.While these elements can ordinarily be moved, there are constructions in which this seems to be restricted. In particular, I will discuss the ban on dative movement from ECM constructions in German (Heck & Muller 2016), ‘opaque’ intervention with wh-movement of datives in Icelandic (Holmberg & Hroarsdottir 2003), and pseudo-passives in Germanic (Abels 2003).

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Citation

Murphy, Andrew. Movement. Harmonic Minimalism - Cumulativity and Serialism in Syntax. Equinox eBooks Publishing, United Kingdom. Oct 2026. ISBN 9780000000000. https://www.equinoxpub.com/home/view-chapter/?id=40310. Date accessed: 28 Mar 2024 doi: 10.1558/equinox.40310. Oct 2026

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