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Jaume Solà i Pujols - Departament de Filologia Catalana ...

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There is, in addition, an interpretative constraint which holds true of any preverbal<br />

quantifier in Catalan (and, I assume, in other Romance languages): they never have narrow scope<br />

w.r.t. a another quantifier insi<strong>de</strong> their clause. Narrow scope for the subject quantifier has been<br />

reported to be less preferred in English and other languages, but I think that in Romance NSLs is<br />

not only less preferred: it is exclu<strong>de</strong>d.<br />

The facts may have often been obscured because scope interactions can be interfered by<br />

the 'weak' status of one of the quantifiers: especially in the case of in<strong>de</strong>finite DPs with D-linked<br />

or referential reading, this reading is such that it gives the same extensional interpretation as the<br />

wi<strong>de</strong> scope reading (consi<strong>de</strong>r, e.g., the sentence 'Everybody loves a certain woman', which is<br />

extensionally equivalent to 'Everybody loves a woman' with wi<strong>de</strong> scope for 'a woman'). So, in<br />

the following example:<br />

(12) Tot estudiant ha llegit tres llibres<br />

Every stu<strong>de</strong>nt has read three books<br />

we can conceive of three readings: two with scope interactions (wi<strong>de</strong> scope for 'every stu<strong>de</strong>nt'<br />

and wi<strong>de</strong> scope for 'three books') and one with no scope interaction, when the numeral is<br />

interpreted as 'some certain three books'. Since the wi<strong>de</strong>-scope reading for 'three books' is<br />

extensionally equivalent to the non-scope reading, our claim that 'every stu<strong>de</strong>nt' cannot have<br />

narrow scope can only rely on the intuition that 'three books', when apparently wi<strong>de</strong> scope, is<br />

'referential'. So 0 cannot be conclusive w.r.t. our claim that 'every stu<strong>de</strong>nt' cannot have narrow<br />

scope.<br />

There are however cases where the wi<strong>de</strong> scope interpretation of a quantifier is not<br />

equivalent to its scopeless reading. Consi<strong>de</strong>r the scope interactions between two numerals in the<br />

following example:<br />

1

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