Generics, Frequency Adverbs, and Probability
Generics, Frequency Adverbs, and Probability
Generics, Frequency Adverbs, and Probability
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The probability judgment expressed by a generic sentence, then, is evaluated<br />
with respect to G-admissible histories, whereas a frequency statement<br />
is evaluated with respect to F-admissible histories. This is the difference between<br />
the generic quantifier <strong>and</strong> usually; both express the same probability<br />
judgment, but they have different admissibility criteria: the former is evaluated<br />
with respect to G-admissible histories, whereas the latter only requires<br />
F-admissible ones.<br />
I will not attempt here to present an exhaustive list of salient partitions,<br />
nor will I attempt to identify the conditions under which a particular partition<br />
is salient. Some comments <strong>and</strong> illustrative examples, however, are in<br />
order.<br />
It is sometimes clear whether a partition is salient or not. For example,<br />
Jorge Lois Borges’s famous taxonomy, 13 in which animals are divided into<br />
such groups as those that belong to the Emperor <strong>and</strong> stray dogs, is clearly<br />
not salient; in fact, its sole purpose is to demonstrate a classification which<br />
humans would find extremely unnatural.<br />
Nevertheless, judgments on whether a partition is considered salient in a<br />
given context may vary considerably across cultures, languages <strong>and</strong> individuals.<br />
It is possible that a speaker of Dyirbal, for example, would consider a<br />
partition which groups together women, dogs, crickets, water, <strong>and</strong> fire to be<br />
13 From “The Analytical Language of John Wilkins,” in Other Inquisitions (University<br />
of Texas Press, 1964).<br />
Of course, strictly speaking, Borges’s taxonomy is not really a<br />
partition, since some categories overlap.<br />
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