Presuppositions and Pronouns - Nijmegen Centre for Semantics
Presuppositions and Pronouns - Nijmegen Centre for Semantics
Presuppositions and Pronouns - Nijmegen Centre for Semantics
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48 <strong>Presuppositions</strong> <strong>and</strong> <strong>Pronouns</strong><br />
problem was to account <strong>for</strong> the intuition that a presupposition triggered in<br />
the second conjunct may be 'blocked' or 'suspended' if its content is<br />
explicitly asserted in the first conjunct; a speaker who utters a sentence of the<br />
<strong>for</strong>m 'q> <strong>and</strong> 'I'{q>}' \|/{(p}' does not presuppose q>, cp, he asserts it. But if anaphora is a<br />
special case of presupposition, there is really only one problem here, not<br />
two.<br />
In the following examples we see the same pattern recurring again <strong>and</strong><br />
again: on the one h<strong>and</strong> there are cases that <strong>for</strong> a long time were viewed<br />
exclusively as instances of anaphora, while on the other h<strong>and</strong> there are<br />
analogous examples which used to be discussed in presupposition theory.<br />
This analogy is explained, as we will see, on the assumption that anaphora is<br />
a species of presupposition. I write 'anaphora' <strong>and</strong> 'presupposition' in scare<br />
quotes as a reminder that these phenomena used to be relegated to separate<br />
departments of the semantics/pragmatics enterprise.<br />
Conjunctions in intensional contexts<br />
'Anaphora':<br />
John wishes to catch a fish <strong>and</strong> eat it. (Montague 1973)<br />
'Presupposition':<br />
Maybe Mary proved the theorem <strong>and</strong> John proved it, too. (Soames<br />
1982)<br />
It is possible that Fred has managed to kiss Cecilia <strong>and</strong> that he will<br />
kiss her again. (Karttunen 1973a)<br />
Mary thinks that she has no brothers <strong>and</strong> sisters <strong>and</strong> that her<br />
parents regret that they have only one child (McCawley 1981)<br />
Conditionals<br />
,'Anaphora':<br />
If Smith owns a donkey, he beats it. (Geach 1962)<br />
'Presupposition':<br />
If Haldeman is guilty, then Nixon is guilty, too. (Soames 1979)<br />
If Jack has children then all of Jack's children are bald. (Karttunen<br />
1973a)<br />
If Fred has managed to kiss Cecilia, Fred will kiss Cecilia again.<br />
(Karttunen 1973a)<br />
If the problem has been solved, it wasn't Alex who solved it.<br />
(Soames 1979)