The logic of modern physicsBridgman, P. W. (Percy Williams)
Philosophy
The logic of modern physics
Bridgman, P. W. (Percy Williams)
Physics -- Philosophy
Considering, then, the nature of our conceptual material, it seems to me
that the overwhelming presumption is against the laws of nature having
any predisposition to simplicity as formulated in terms of our concepts
(which is of course all that simplicity means), and the wonder is that
there are apparently so many simple laws. There is this observation to
be made about all the simple laws of nature that have hitherto been
formulated; they apply only over a certain range. We have not extended
the laws of gravitation to small bodies, nor have we found that our
electrical laws will work on a cosmic scale. It does not seem so very
surprising that over a limited domain, in which the most important
phenomena are of a restricted type, the conduct of nature should follow
comparatively simple rules.
A tempting question is whether there may not be some laws of nature that
are _really_ simple, without relation to our mode of formulation, such
as the law of the inverse square. I leave it to the reader to decide
whether this question has meaning. In this connection it is possibly
significant that the average physicist is strangely reluctant to tamper
with the inverse square law. I find in myself a lack of sympathy, which
I cannot justify by any of the considerations of this essay, with
attempts like the recent one of Swann,[37] for example, to explain a
wide variety of hitherto obstinate effects by the assumption of slightly
unequal departures from the inverse square law by the electrons and
protons. Of course I hope that this feeling will turn out not to be
prejudice, but will perhaps be justified by some such general
observation as that a departure from the inverse square law so slight as
by definition to be forever beyond detection by direct experiment is
meaningless; but of this I am not at all sure.
[Footnote 37: W. F. G. Swann, Phys. Rev., 25, 253, 1925.]
We are now ready to consider the second respect in which nature may be
simple, namely, because the material of which it is built may reduce to
a few sorts of elements. In this discussion it will be convenient to
consider also at the same time the more inclusive simplicity arising
from simple laws acting on simple elements. The immediate question for
us here is one of fact: does nature seem to be getting intrinsically
simpler as we get toward small scale phenomena? There is much room for
difference of opinion here; personally I feel that this expected
simplicity is not in evidence, at least to the extent that we could
desire. For instance, the fact that the electrons must have both
electrical and mechanical properties is a straw in this direction.
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