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Willard Van Orman Quine

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<strong>Quine</strong> and Logical Positivism 241<br />

Already in his Scheinprobleme, 1928, there is a hint of the Duhemian<br />

holism, and that same year in the Aufbau the very mechanism of the Duhem<br />

effect is strikingly and imaginatively depicted. What I think of in the Aufbau<br />

is Carnap’s account of the assigning of perceived colors to positions in<br />

physical space. Direction from the eye is determined directly by the positions<br />

of the color in the visual field, but distance from the eye is assigned<br />

in the light only of systematic considerations affecting all the assignments<br />

together. The guiding principle is the principle of least action: so choose the<br />

distances as to minimize the differences of color within short intervals of<br />

space and time. This is a very perceptive caricature of the role of simplicity<br />

considerations in scientific theory, and it is holistic. It is one of Carnap’s<br />

deepest insights, and we can only regret that it did not play a fundamental<br />

role in his subsequent philosophy. (CPT 331)<br />

But Duhemian holism did play a fundamental role in Carnap’s subsequent<br />

philosophy, as is explicit in the following key passage from<br />

The Logical Syntax of Language:<br />

There is in the strict sense no refutation (falsification) of an hypothesis; for<br />

even when it proves to be L-incompatible with certain protocol-sentences,<br />

there always exists the possibility of maintaining the hypothesis and renouncing<br />

acknowledgement of the protocol-sentences. Still less is there<br />

in the strict sense a complete confirmation (verification) of an hypothesis.<br />

When an increasing number of L-consequences of the hypothesis agree<br />

with the already acknowledged protocol-sentences, then the hypothesis is<br />

increasingly confirmed; there is accordingly only a gradually increasing, but<br />

never a final, confirmation. Further, it is, in general, impossible to test even<br />

a single hypothetical sentence. In the case of a single sentence of this kind,<br />

there are in general no suitable L-consequences of the form of protocolsentences;<br />

hence for the deduction of sentences having the form of protocolsentences<br />

the remaining hypotheses must also be used. Thus the test applies,<br />

at bottom, not to a single hypothesis but to the whole system of physics as<br />

a system of hypotheses (Duhem, Poincaré) [emphasis in the original].<br />

No rule of the physical language is definitive; all rules are laid down with<br />

the reservation that they may be altered as soon as it seems expedient to do<br />

so. This applies not only to the P-rules but also the L-rules, including those<br />

of mathematics. In this respect, there are only differences in degree; certain<br />

rules are more difficult to renounce than others. (Carnap 1937, 318)<br />

There is every reason to suppose that <strong>Quine</strong> had read this passage,<br />

if not when it “issued from Ina Carnap’s typewriter,” while Carnap<br />

was composing the first draft of the book in 1932, then in 1935, when<br />

Cambridge Companions Online © Cambridge University Press, 2006

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