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Nouns and Noun Phrases - University of Macau Library

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622 Syntax <strong>of</strong> Dutch: nouns <strong>and</strong> noun phrases<br />

It is important to note here that our use <strong>of</strong> the notion pseudo-partitive construction<br />

differs from the one found in the literature, where it is <strong>of</strong>ten used to refer to<br />

binominal constructions like een kop k<strong>of</strong>fie ‘a cup <strong>of</strong> c<strong>of</strong>fee’, which were discussed<br />

in Section 4.1.1.<br />

4.1.1.6.1. Partitive <strong>and</strong> pseudo-partitive constructions<br />

This section briefly discusses the partitive <strong>and</strong> the pseudo-partitive construction.<br />

We will show that partitive constructions contain a phonetically empty noun<br />

preceding the van-PP, which implies that examples like (128a′) are in fact<br />

concealed QCs. Pseudo-partitive constructions do not contain a phonetically empty<br />

noun, but are special in that they contain a noun phrase in the guise <strong>of</strong> a spurious<br />

PP, which implies that (128b′) must also be analyzed as a QC.<br />

I. Partitive constructions<br />

Partitive constructions are noun phrases that refer to a subset <strong>of</strong> some set<br />

presupposed in discourse. They consist <strong>of</strong> a cardinal numeral or a quantifier<br />

expressing the cardinality or size <strong>of</strong> the subset, followed by a van-PP the<br />

complement <strong>of</strong> which denotes the presupposed set. Some examples are given in<br />

(129), in which the noun phrase de koekjes ‘the cookies’ refers to the presupposed<br />

set. In (129a) the cardinal numeral vier indicates that the cardinality <strong>of</strong> the subset is<br />

4, <strong>and</strong> in (129b) the quantifier veel expresses that the subset is bigger than some<br />

implicitly assumed norm. Example (129c) shows that the universal quantifier alle<br />

‘all’ cannot be used, possibly because it conveys redundant information: (129c)<br />

refers to the same set as the noun phrase de/alle studenten ‘the/all students’ does.<br />

Example (129d) with the distributive quantifier elk ‘each’, on the other h<strong>and</strong>, is<br />

acceptable: here reference is made not to the set as a whole, but to the entities<br />

making up this set.<br />

(129) a. vier van de koekjes c. *alle van de koekjes<br />

four <strong>of</strong> the cookies many <strong>of</strong> the cookies<br />

b. veel van de koekjes d. elk van de koekjes<br />

all <strong>of</strong> the cookies each <strong>of</strong> the cookies<br />

The partitive construction is syntactically headed by the numeral/quantifier, not by<br />

the complement <strong>of</strong> van. This is clear from the fact that the latter does not trigger<br />

number agreement on the finite verb; (130) shows that it is the numeral/quantifier<br />

that determines agreement (or, rather, the phonetically empty noun following it; cf.<br />

the discussion <strong>of</strong> (134)).<br />

(130) a. Eén van de studenten is/*zijn gisteren vertrokken.<br />

one <strong>of</strong> the students is/are yesterday left<br />

‘One <strong>of</strong> the students has left yesterday.’<br />

b. Vier van de studenten zijn/*is gisteren vertrokken.<br />

four <strong>of</strong> the students are/is yesterday left<br />

Given that nouns appearing as N1s in QCs have quantificational meaning, it<br />

does not really come as a surprise that they can also occur in the partitive<br />

construction. Example (131) shows, however, that container <strong>and</strong> collective nouns

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