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In philosophical logic, a slingshot argument is one of a group of arguments claiming to show that all true sentences stand for the same thing.
This type of argument was dubbed the "slingshot" by philosophers Jon Barwise and John Perry (1981) due to its disarming simplicity. It is usually said that versions of the slingshot argument have been given by Gottlob Frege, Alonzo Church, W. V. Quine, and Donald Davidson. However, it has been disputed by Lorenz Krüger (1995) that there is much unity in this tradition. Moreover, Krüger rejects Davidson's claim that the argument can refute the correspondence theory of truth. Stephen Neale (1995) claims, controversially, that the most compelling version was suggested by Kurt Gödel (1944).
These arguments are sometimes modified to support the alternative, and evidently stronger, conclusion that there is only one fact, or one true proposition, state of affairs, truth condition, truthmaker, and so on.
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logic, a slingshotargument is one of a group of arguments claiming to show that all true sentences stand for the same thing. This type of argument was dubbed...
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properties are essential to the kind or species of the object in question. Slingshotargument Asay, Jamin. "Truthmaker Theory". Internet Encyclopedia of Philosophy...
pages ISBN 0-387-90936-2 Barwise Prize Barwise compactness theorem Slingshotargument Walsh, Eileen (8 March 2000). "Noted logician K. Jon Barwise dies"...
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consistency, building on the first incompleteness theorem. Gödel's slingshotargument An argument concerning the semantics of reference and truth, challenging...
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much to the resentment of the crowd. Luffy is seen still hanging, and slingshots his way into the building after watching Bartolomeo win. He walks to the...
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the clothes that Miss Jane brought. She thinks that a brassiere is a slingshot. Jed thinks that he's found a lot of water under his front lawn, not knowing...
of the Five Points Gang. Eastman, armed only with brass knuckles and a slingshot, manages to fight them off knocking out three of the attackers before...
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