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8822 | Statements about necessities need not be necessarily true [Pollock] |
Full Idea: True statements about the necessary properties of things need not be necessarily true. The well-known example is that the number of planets (9) is necessarily an odd number. The necessity is de re, but not de dicto. | |
From: John L. Pollock (Epistemic Norms [1986], 'Nat.Internal') | |
A reaction: This would be a matter of the scope (the placing of the brackets) of the 'necessarily' operator in a formula. The quick course in modal logic should eradicate errors of this kind in your budding philosopher. |