Willard Van Orman Quine
Willard Van Orman Quine
Willard Van Orman Quine
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232 daniel isaacson<br />
with no brighter view than this of the groves of Academe. So might I have<br />
done, but for the graciousness of Carnap. 20 (HRC 42).<br />
After Prague, where he had “reaped philosophy” (A 13), <strong>Quine</strong><br />
went on to imbibe logic in Warsaw, attending the seminars and lectures<br />
of Tarski, Le´sniewski, and L̷ ukasiewicz and meeting the many<br />
other logicians active at that time in Warsaw. At the end of his year<br />
in Europe, <strong>Quine</strong> returned to Harvard as a junior fellow of Harvard’s<br />
newly founded Society of Fellows, which gave him three years of<br />
unfettered research.<br />
The senior fellows of the society included members of the Harvard<br />
Corporation, which had governing responsibility for the university.<br />
Over lunches and dinners of the society, <strong>Quine</strong> instilled in the corporation’s<br />
members such a sense of the importance of Carnap’s philosophy<br />
that it was determined to award Carnap an honorary degree at the<br />
ceremonies marking the tercentenary of Harvard College, in 1936.In<br />
anticipation of Carnap’s visit to Harvard for these ceremonies, <strong>Quine</strong><br />
was asked to expound Carnap’s philosophy, which he did in a series<br />
of three lectures given in November 1934 (and published by Creath<br />
in 1990). 21 <strong>Quine</strong> had lectured in Vienna and Warsaw on the logical<br />
results from his dissertation; these Harvard lectures were his first<br />
in philosophy. They loyally expounded Carnap’s views, as set out<br />
in Logische Syntax der Sprache, which had been published earlier<br />
that summer (and would appear in English translation three years<br />
later).<br />
When <strong>Quine</strong>’s term as junior fellow ended, in 1936, he was appointed<br />
a faculty instructor at Harvard. Half the courses he taught<br />
were on mathematical logic (these gave rise to his “New Foundations<br />
for Mathematical Logic” and Mathematical Logic) (A17). His other<br />
courses included “one on logical positivism, primarily on Carnap”<br />
(TL 130), 22 about which <strong>Quine</strong> comments, “It was generous of my<br />
senior colleagues to let me go so nearly my own way.”<br />
For <strong>Quine</strong>, Carnap was certainly the leading figure of logical positivism,<br />
though he also later stressed the importance of distinguishing<br />
Carnap from the movement. In “Carnap’s Positivistic Travail,” he<br />
writes,<br />
The significance of the Vienna Circle, as a concerted movement, can be<br />
overestimated. We are told of the evolving doctrine of the Circle when what<br />
is really concerned is the doctrine of an individual, usually Carnap....When<br />
one speaks of the Vienna Circle or logical positivism, one thinks primarily<br />
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