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Nouns and Noun Phrases - University of Macau Library

Nouns and Noun Phrases - University of Macau Library

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Binominal constructions 575<br />

modification <strong>of</strong> the nouns in QCs. Finally, Section 4.1.1.6 concludes by providing a<br />

discussion <strong>of</strong> two related constructions, which we will refer to as the partitive <strong>and</strong><br />

pseudo-partitive construction.<br />

4.1.1.1. Types <strong>of</strong> N1s <strong>and</strong> N2s<br />

This section briefly characterizes the types <strong>of</strong> nouns that can be used as N1 or N2 in<br />

a quantificational binominal construction (QC).<br />

I. Types <strong>of</strong> N1s<br />

Example (2) gives several types <strong>of</strong> nouns that are frequently used as N1s in a QC.<br />

These nouns share the semantic property that they can be used to refer to a certain<br />

number <strong>of</strong> entities or a certain quantity <strong>of</strong> a substance denoted by N2.<br />

(2) Semantic types <strong>of</strong> N1s in quantificational binominal constructions<br />

QUANTIFIER<br />

NOUNS (QNS)<br />

MEASURE NOUNS<br />

(MNS)<br />

CONTAINER NOUNS<br />

(CONNS)<br />

PART NOUNS<br />

(PARTNS)<br />

COLLECTIVE<br />

NOUNS (COLNS)<br />

EXAMPLES OF NOUNS EXAMPLE<br />

aantal ‘number’, (hele)boel ‘lot’, hoop<br />

‘lot’, paar ‘couple’, stel ‘couple’, etc.<br />

kilo ‘kilo’, liter ‘liter’, meter ‘meter’,<br />

dozijn ‘dozen’, gros ‘gross’, etc.<br />

doos ‘box’, emmer ‘bucket’, krat<br />

‘crate’, etc.<br />

brok ‘piece’, klontje ‘lump’, reep ‘bar’,<br />

stuk ‘piece’, etc.<br />

dozijn ‘dozen’, groep ‘group’, kudde<br />

‘flock’, paar ‘pair’, rij ‘row’, stapel<br />

‘pile’, serie ‘series’, zwerm ‘swarm’<br />

een hoop problemen<br />

a lot [<strong>of</strong>] problems<br />

een kilo bonen<br />

a kilo [<strong>of</strong>] beans<br />

een doos pillen<br />

a box [<strong>of</strong>] pills<br />

een stuk cake<br />

a piece [<strong>of</strong>] cake<br />

een groep studenten<br />

a group [<strong>of</strong>] students<br />

Often, some nouns act as belonging to more than one group, which may give rise to<br />

ambiguity. This holds especially for quantifier nouns, which <strong>of</strong>ten may be either<br />

purely quantificational (that is, without any descriptive content), or more referential,<br />

that is, with descriptive content that enables them to refer to an entity. A clear<br />

example is the noun paar ‘couple’. The QC in (3a) is ambiguous between two<br />

readings. On the first reading, the noun paar acts as a quantifier noun <strong>and</strong> can be<br />

translated as “couple/number <strong>of</strong>”: the noun has a purely quantificational function<br />

<strong>and</strong> QC refers to a small number <strong>of</strong> shoes. On the second reading, the noun acts as a<br />

collective noun <strong>and</strong> must be translated as “pair <strong>of</strong>”: the noun has descriptive content<br />

that enables it to denote a certain set <strong>of</strong> entities, <strong>and</strong> the QC refers to two shoes that<br />

form a pair. Observe that the quantificational reading is not available when N1 is<br />

preceded by a definite article, as in (3b).<br />

(3) a. een paar schoenen<br />

a couple/pair [<strong>of</strong>] shoes<br />

b. het paar schoenen<br />

the pair [<strong>of</strong>] shoes<br />

Another example involves the noun aantal ‘number’ in (4). Example (4a) shows<br />

that the noun aantal can be used as a quantifier noun when it is preceded by the

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