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Nouns and Noun Phrases - University of Macau Library

Nouns and Noun Phrases - University of Macau Library

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

the selection restrictions <strong>of</strong> the verb can apparently be satisfied by the noun<br />

embedded in the van-phrase. This is illustrated by means <strong>of</strong> example (140a)<br />

involving the quantifier noun aantal ‘number’. Both under the partitive <strong>and</strong> under<br />

the pseudo-partitive reading the plurality requirement imposed by the verb is<br />

apparently satisfied by the plural noun studenten ‘students’. This follows from the<br />

analysis proposed in the previous section. The structure associated with the partitive<br />

reading is given in (140b): the quantifier noun is followed by an empty noun<br />

functioning as N2 <strong>and</strong> since the quantifier noun requires this empty noun to be<br />

plural, the latter can satisfy the selection restriction <strong>of</strong> zich verenigen ‘to unit’ in the<br />

same way as an overt N2 in a QC. The structure associated with the pseudo-partitive<br />

reading is given in (140b′): we are dealing with a regular QC in which N2 has the<br />

form <strong>of</strong> a spurious PP, <strong>and</strong> given that this spurious PP refers to a non-singleton set,<br />

the semantic requirement <strong>of</strong> the verb is satisfied.<br />

(140) a. Een aantal van die studenten verenigen zich.<br />

a number <strong>of</strong> those students unite REFL<br />

b. [Een aantal epl [PP van die studenten]] verenigen zich.<br />

Partitive: ‘A number <strong>of</strong> those students (over there) united.’<br />

b′. [Een aantal [NP van die studenten]] verenigen zich.<br />

Pseudo-partitive: ‘A number <strong>of</strong> students (you know the type I mean) united.’<br />

Recall that the part, container <strong>and</strong> collective nouns always function as the<br />

syntactic head <strong>of</strong> a QC <strong>and</strong> therefore block agreement between the verb <strong>and</strong> N2, so<br />

it will not come as a surprise that they cannot enter constructions like (140). We<br />

have seen, however, that they do allow N2 to satisfy certain more semantic selection<br />

restrictions that do not have a syntactic reflex: example (141a) shows that the N2<br />

spinazie can satisfy the requirement imposed by the verb eten ‘to eat’ that the direct<br />

object be edible. It is furthermore important to note that example (141b) is<br />

pragmatically odd due to the fact that it only allows a reading in which both the<br />

plate <strong>and</strong> the spinach have been eaten by Jan; apparently the complement <strong>of</strong> the PPadjunct<br />

cannot satisfy the selection restriction imposed by the verb.<br />

(141) a. Jan heeft een bord spinazie opgegeten.<br />

Jan has a plate [<strong>of</strong>] spinach prt.-eaten<br />

b. $ Jan heeft een bord met spinazie opgegeten.<br />

Jan has a plate with spinach prt.-eaten<br />

Example (142a) shows that, under both the partitive <strong>and</strong> the pseudo-partitive<br />

reading, the selection restriction imposed by eten ‘to eat’ is apparently satisfied by<br />

the noun spinazie in the van-phrase. Again, this follows from the proposed analysis.<br />

The structure associated with the partitive reading is given in (142b): the quantifier<br />

noun is followed by an empty noun functioning as N2, which is construed as<br />

identical to the complement <strong>of</strong> the van-PP, <strong>and</strong> since this empty N2 can satisfy the<br />

selection restriction <strong>of</strong> eten in the same way as an overt N2 in a QC the result is<br />

pragmatically felicitous. The structure associated with the pseudo-partitive reading<br />

is given in (142b′): we are dealing with a regular QC in which N2 has the form <strong>of</strong> a<br />

spurious PP, <strong>and</strong> given that this spurious PP refers to an edible substance, the<br />

semantic requirement <strong>of</strong> the verb is satisfied.

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