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Just a question. When a clock is idealized as a point-like particle,
the analysis is standard and simple, as you say above. When one deals
with a clock as an extended object (i.e. with a real clock), the
analysis is vastly more complex and we should not discuss it since
there is a lack of understanding between us. But something is amiss.
The lack of understanding has nothing to do with the existence or
nonexistence of techniques dealing with a clock as an extended
object. So please describe these techniques in simple terms and give
references where it is proved that results for a clock as an extended
object are essentially the same as results for a "point-like clock".
I wonder why the comparison between "extended clocks" and "point-like
clocks" is not even mentioned in the literature I have had access to.
Sometimes idealizations prove wrong and a lot of investigation is
needed to show they are not.
Pentcho