Negative evidence and the raw frequency fallacy* - CiteSeerX
Negative evidence and the raw frequency fallacy* - CiteSeerX
Negative evidence and the raw frequency fallacy* - CiteSeerX
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66 A. Stefanowitsch<br />
Table 4.<br />
a. say<br />
Three verbs that do not occur with ditransitive complementation in <strong>the</strong> ICE-GB<br />
Ditransitive ÿDitransitive Total<br />
b. explain<br />
say 0 3,333 3,333<br />
(44.52)<br />
ÿsay 1,824 131,394 133,218<br />
Total 1,824 134,727 136,551<br />
Ditransitive ÿDitransitive Total<br />
explain 0 172 172<br />
(2.30)<br />
ÿexplain 1,824 134,555 136,379<br />
c. whisper<br />
Total 1,824 134,727 136,551<br />
Ditransitive ÿDitransitive Total<br />
whisper 0 5 5<br />
(0.07)<br />
ÿwhisper 1,824 134,722 136,546<br />
Total 1,824 134,727 136,551<br />
allow us, in many cases, to determine whe<strong>the</strong>r an unseen construction is<br />
likely to be a possible construction of a language or not.<br />
Consider Table 4, which shows <strong>the</strong> contingency tables for three verbs<br />
that do not occur with ditransitive complementation in <strong>the</strong> ICE-GB, say,<br />
explain, <strong>and</strong> whisper.<br />
On a priori grounds, we might expect all three verbs to allow ditransitive<br />
complementation, since <strong>the</strong>y are all reasonably close in meaning to<br />
one of <strong>the</strong> most strongly attracted collexemes of this pattern, tell (<strong>and</strong><br />
o<strong>the</strong>r verbs of communication occurring among <strong>the</strong> significantly<br />
attracted collexemes; e. g. ask, inform, teach, assure). On <strong>the</strong> o<strong>the</strong>r h<strong>and</strong>,<br />
<strong>the</strong>y are textbook cases in <strong>the</strong> linguistic literature of verbs not allowing<br />
ditransitive complementation (cf. e. g., Pinker 1989).<br />
Table 4a provides conclusive <strong>evidence</strong> that <strong>the</strong> linguistic literature is<br />
right in <strong>the</strong> case of say, whose repulsion strength meets <strong>the</strong> corrected<br />
level of significance (p 1.96E20; < 1.03E05). We can confidently