rbwinn wrote:
The Galilean transformation equations can be applied in any context.

And they describe the universe well in contexts where the motion
is uniform and the velocity is small.

All it means is that a clock in the stationary frame of reference
represents the equation t'=t. Any clocks running at some other rate,
including cesium clocks in the moving frame of reference, have to be
represented by some other variable than t' because t' is already
defined to be t in the Galilean transformation equations.

If clocks at rest in a coordinate system do not measure the time
in that coordinate system, what does?


--
--Bryan