Logic as the Science of the Pure Concept — John Shaqi
Logic as the Science of the Pure ConceptCroce, Benedetto
Philosophy
Logic as the Science of the Pure Concept
Croce, Benedetto
Logic
lacking particular representations, applicable alike to a house and to
any other manifestation of the real. The same may be said of the cat
and of the rose, since it is evident that cats and roses have appeared
on the earth at a definite time and will disappear at another, and
that while they endure, they can be looked upon as something fixed and
precise, only when we have regard to some particular group of cats and
of roses, indeed to one particular cat or rose at a definite moment of
its existence (a gray cat or a black cat, a cat or a kitten; a white
rose or a red rose, flowering or withered, etc.), elevated into a
symbol and representative of the others. There is not, and there cannot
be, a rigorous characteristic, which should avail to distinguish the
cat from other animals, or the rose from other flowers, or indeed a cat
from other cats and a rose from another rose. These and other fictional
concepts are, therefore, representative, but not ultrarepresentative;
they contain some objects or fragments of reality, they do not contain
it all.
[Sidenote: _or universals void of representations_]
The conceptual fictions of the triangle and of free motion have an
analogous but opposite defect. With them, it appears, we emerge from
the difficulties of representations. The triangle and free motion are
not something which begins and ends in time and of which we are not
able to state exactly the character and limits. So long as thought,
that is to say, thinkable reality, exists, the concept of the triangle
and of free motion will have validity. The triangle is formed by the
intersection of three straight lines enclosing a space and forming
three angles, the sum of which, though they 'vary from triangle to
triangle, is equal to that of two right angles. It is impossible to
confuse the triangle with the quadrilateral or the circle. Free motion
is a motion, which we think of as taking place without obstacles of
any sort. It is impossible to confuse it with a motion to which there
is any particular obstacle. So far so good. But if those conceptual
fictions let fall the ballast of representations, they ascend to a zone
without air, where life is impossible; or, to speak without metaphor,
they gain universality by losing reality. There is no geometric
triangle in reality because in reality there are no straight lines, nor
right angles nor sums of right angles, nor sums of angles equal to that
of two right angles. There is no free motion in reality, because every
real motion takes place in definite conditions and therefore among
obstacles. A thought, which has as its object nothing real, is not
thought; and those concepts are not concepts but conceptual fictions.
[Sidenote: _Critique of the doctrine which considers them to be
erroneous concepts,_]
Public-domain text, read in full here on John Shaqi.
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