Formal Approaches to Semantic Microvariation: Adverbial ...
Formal Approaches to Semantic Microvariation: Adverbial ...
Formal Approaches to Semantic Microvariation: Adverbial ...
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dix minutes is a durational adverb. These elements are studied by Moltmann (1991),<br />
and she argues that they do not delimit a single event. Rather, they are universal<br />
quantifiers over the parts of some time interval. Thus, for Moltmann (1991), (105-a)<br />
has a meaning corresponding <strong>to</strong> (105-b).<br />
(105) a. John played the piano for two hours<br />
b. “For every subinterval t of some interval of two hours there is an event<br />
of playing piano by John which takes place at t" (Moltmann (1991:<br />
633)).<br />
Therefore, in (102), the PP does not delimit the time-span of a particular event, but<br />
rather indicates that there were many events of water spouting within an interval spanning<br />
ten minutes.<br />
2.3 Conclusion<br />
In summary, I have presented data and a new analysis of the Quantification at a Distance<br />
construction in the Standard dialect of European French. I have proposed that<br />
the quantification involved in QAD is binary quantification over the event argument<br />
and the direct object. I have argued that such an analysis is necessary <strong>to</strong> account for<br />
the semantics of the construction since, as I proved, the binary extension of beaucoup<br />
is not Fregean, i.e. not reducible <strong>to</strong> the composition of unary quantifiers.<br />
It has been observed for a long time that quantification within the domain of individuals<br />
in natural language goes beyond the Frege boundary, i.e. must be analyzed in<br />
terms of unreducible polyadic opera<strong>to</strong>rs (van Benthem (1989); Keenan (1987; 1992)).<br />
For example, Keenan (1992) argues that the different-different construction (106) must<br />
be analyzed in terms of a binary quantifier, which he then proves <strong>to</strong> be unreducible.<br />
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