The numerical signs offer an excellent example for the elucidation of
this subject, and at the same time serve as a proof that in limited
provinces the ideal has already been attained. Another very instructive
example is furnished by the chemical formulas, which, though they use
the letters of the European languages, do not associate with them sound
concepts, but chemical concepts. Since the chemical concepts are
co-ordinated with certain letters, it is possible, in the first place,
to denote the composition of all combinations qualitatively by the
combination of the corresponding letters. But since quantitative
composition proceeds according to definite relations which are
determined by a variety of specific numbers peculiar to each element and
called its combining weight, we need only add to the sign of the element
the concept of the combining weight in order to represent in the second
place the quantitative composition. Further, the multiples mentioned can
also be given. Since, moreover, there are various substances which,
despite equal composition, possess different properties, the attempt
has been made to express this new manifoldness by the position of the
element signs on the paper, and in more recent times also by space
representation. And here, too, rules have been worked out in which the
scheme affords a close approach to experience. This example shows how,
by the constant increase of the complexity of a concept (here the
chemical composition), ever greater and more manifold demands are made
upon the co-ordinated scheme. The form of expression first chosen is not
always adequate to keep pace with the progress of science. In this case
it must be radically changed and formed anew to meet the new demands.
Public-domain text, read in full here on John Shaqi.
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