The Philosophy of Giambattista VicoCroce, Benedetto
Philosophy
The Philosophy of Giambattista Vico
Croce, Benedetto
Vico, Giambattista, 1668-1744
It has also been recently asserted that the Vician philosophy of
mathematics reappears bodily in Galileo and his school;[49] an
astounding fact when baldly stated, since even though Vico opposes
and prefers the great Pisan to Descartes for the moderate use he makes
of mathematics in physical science, it is certain that for Galileo as
for Leonardo da Vinci mathematics had an objective validity, and the
book of nature is written in mathematical characters and geometrical
figures. In any case, the passage of Galileo which has been quoted
in this reference, on the intensive identity of human with divine
knowledge, has nothing to do with the present question, and another
passage which asserts that the explanations of terms are free, and it
is in the power of every workman to circumscribe and define in his own
way the things he is dealing with, without ever being led by this into
error or falsehood, and that for instance one may call the bow the
stern and the stern the bow, says nothing but a platitude hardly worth
saying except by way of adorning a page of controversial rhetoric.[50]
In controversy one is often obliged to insist upon platitudes, and
the controversy upon which I am now engaged itself presents too many
examples.
A passage from the _Lezioni accademiche_ of Galileo's pupil Evangelista
Torricelli in which he speaks of the difference between physical and
mathematical definitions seems at first sight more convincing. But the
critic who has called attention to this passage[51] says too much when
he asserts that "it is beyond doubt that Vico had read it," since it is
unquestionable that Vico had _not_ read it. The _Lezioni accademiche_
were published first posthumously in 1715[52] and Vico's theory of
mathematics is expounded in the _De ratione_ in 1708 and the _De
antiquissima,_ 1710. This, it is true, is of secondary importance, for
Vico may have known Torricelli's doctrine through indirect channels,
through other books or even orally through some Neapolitan friend or
pupil of Torricelli; in any case, if the latter's theory though unknown
to Vico was really identical with his own, the similarity of ideas
between the two would be of the greatest interest. Unfortunately the
critic has been too hasty, as it seems to me, even in his study and
interpretation of the pages of Torricelli.
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