Abstract

But still I think some account has to be given of the application of CM to tides and cannon balls etc. etc. It seems to me that Einstein's and Bohr's analysis was essentially correct: we make the connection, and thus apply the mathematical statements of CM to macroscopic features of the world about us, by constructing, within the mathematical framework,. macroscopic conglomerates of the elementary particles and fields that should have the general appearance of tides and billiard, looked at from a distance, and that would respond to the probings of mathematical models of measuring devices, whose "pointers" we can see from afar, in the ways that waves and billiard balls do. I think a look at how CM has been used and applied since the time of Newton and Galileo shows that the mathematical theory is linked into our experiences of the world in this nonproblematic way, and that this correspondence at this nonproblematic level is part of classical mechanics in the broad sense in which it is understood by people who use it