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

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The other empirical argument presented by Rizzi is based on the following paradigm:<br />

(86) a. I soldati sono andati tutti via<br />

The soldiers are gone all away<br />

'The soldiers have all gone away'<br />

b. Sono andati tutti via<br />

Are gone all away<br />

c. *Sono andati tutti via i soldati<br />

Are gone all away the soldiers<br />

The Floating Quantifier (tutti 'all') can co-occur with both preverbal subjects and null<br />

subjects, but not with post-verbal subjects. This would suggest, according to Rizzi, that null<br />

subjects pattern with preverbal subjects. In more theoretical terms, we could say that a FQ is<br />

licenced by being in the c-command domain of a referential subject. This would be the case in<br />

0.a) and even in 0.b) if we assume there is a preverbal pro, but not in 0.c), where the referential<br />

subject is in inverted position and only an expletive pro appears in preverbal position.<br />

In fact, we can re<strong>de</strong>fine the pattern in 0 by saying that FQs can appear in contexts where<br />

there is null I-subject (pro in this case): both 0.a) and 0.b) would have, in our theory, a pro as I-<br />

subject; 0.c), instead, would have i soldati as I-subject.<br />

In Chapter 1 we assumed that FQs in languages like Catalan cannot be the result of<br />

movement of the element they are adjoined to at D-structure, for some of them do not form a<br />

possible constituent with this element. Now we have a theoretical reason for this fact: there is no<br />

A-movement of the I-subject in NSLs.<br />

Putting these i<strong>de</strong>as together, we can assume that FQs in NSLs are elements adjoined to<br />

pro. Then 0.a/.b) would have the structure:<br />

(87) (I soldatii) sono andati [ DP tutti proi ] via<br />

1

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