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- W2015439897 abstract "Now it is easy to show that (3) is logically equivalent to (2), but there is an interesting difference. In (2) all three conjuncts are in the scope of a single quantifier, but in (3) the conjunction has wider scope than the quantifiers. As a result each of the conjuncts in (3) is a self-standing declarative sentence. There are, of course, several other equivalent formalizations, but for present purposes we should concentrate on this pair. It is a plausible principle that if someone asserts a conjunction of two or more declarative sentences, and one is shown to be false, she is still committed to the truth of the others. For example, if I say that it will rain all day and the sun will not shine, and it stops raining but the sun never comes out, then I can claim to have at least been right on one count. So it follows that someone who asserts (3) but is wrong about there being a present Queen of England, would still be committed to the claim all present Queens of England never smile. But someone who asserted (2) in such a situation would have simply asserted something false and would have no further commitments." @default.
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- W2015439897 title "Logical form and thought content" @default.
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- W2015439897 doi "https://doi.org/10.1111/1467-8284.00165" @default.
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