The logic of modern physicsBridgman, P. W. (Percy Williams)
Philosophy
The logic of modern physics
Bridgman, P. W. (Percy Williams)
Physics -- Philosophy
We regard our acts as not determined by the external world, so that
changes produced in the external world by acts of our wills are, to a
certain degree of approximation, arbitrary. The system, then, on which
we are experimenting, is one capable of isolation from us in that we may
regard ourselves as outside the system, and having no connection with
it. The system, furthermore, is capable of isolation from the rest of
the physical universe, in that events taking place outside the system
have no connection with those taking place inside.[11] Experience gives
the justification for assuming that physical isolation of this sort is
possible. Actually, of course, isolation is never complete, but only
partial, up to presumably any desired degree of approximation.
[Footnote 11: Here again, the concept of "isolation" or "connection" is
defined only in terms of the behavior of the system, and it is not clear
whether this is really an operationally independent concept or not.]
The statement that two exactly similar isolated systems, starting from
the same initial conditions (including past history in the general idea
of initial condition) will run through the same future course of events
involves as a corollary that if differences develop in the behavior of
two such apparently similar systems these differences are evidence of
other previous differences. The thesis that this corresponds to
experience may be called the thesis of essential connectivity and is
perhaps the broadest we have: it is the thesis that differences between
the behavior of systems do not occur isolated but are associated with
other differences. It is essentially the same thesis as that already
mentioned in connection with "explanation", namely that it is possible
to correlate any of the phenomena of nature with other phenomena.
If now the connectivity or correlation between phenomena is of a special
kind, we have a causal connection; namely, if whenever we arbitrarily
impress event A on a system we find that event B, always occurs, whereas
if we had not impressed A, B would not have occurred, then we say that A
is the cause of B, and B the effect of A. By suitably choosing the event
A, we may find the effect of any event of which the system is
susceptible.
The relation between A and B is an unsymmetrical one, by the very nature
of the definition, the cause being the arbitrary variable element, and
the effect that which accompanies it. Furthermore, A may obviously be
the cause of more than one event B, and may cause a whole train of
events.
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