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Generics, Frequency Adverbs, and Probability

Generics, Frequency Adverbs, and Probability

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identifying number 2 would not normally be considered salient; hence the<br />

domain of $1000 bills is homogeneous, <strong>and</strong> sentence (42)—true.<br />

<strong>Frequency</strong> <strong>Adverbs</strong> vs. <strong>Generics</strong><br />

We have noted in section 1.8 that all the problematic generics discussed<br />

above would be true if the frequency adverb usually were used instead of<br />

the phonologically null generic quantifier. This provides further evidence for<br />

the claim that frequency adverbs only require homogeneity with respect to<br />

temporal partitions.<br />

Thus, while frequency statements, just like generics,<br />

require regular distribution of events in time, they do not have similar requirements<br />

with respect to other partitions. This, perhaps, is the source of<br />

the rather pervasive intuition that the temporal sense of frequency adverbs is<br />

somehow primary, <strong>and</strong> the atemporal sense is somehow secondary or derived.<br />

I agree with Lewis (1975) that frequency adverbs may bind both temporal 17<br />

<strong>and</strong> atemporal variables; but they only require homogeneity with respect to<br />

temporal partitions, regardless of what type of entities they quantify over. 18<br />

17 Or quasi-temporal, e.g. events, situations, occasions, <strong>and</strong> the like.<br />

18 Alternatively, it might perhaps be proposed that the domain of frequency adverbs<br />

is always temporal, hence can only be considered homogeneous with respect to the time<br />

partition.<br />

48

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