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Re: A Geometrical Proof of the Non-invariance of the Spacetime In terval



Continuing the dialog:

(In all my comments I assume that we are discussing events as measured by
inertial reference frames.)

Suppose you have breakfast in Los Angeles then you drive
to San Diego
and have lunch there. Do you claim to have had breakfast
and lunch in
the same place?



Perhaps if we stick to this example we can get somewhere.

I claim that breakfast and lunch occur at different
locations (not the same
location).

Special relativity claims that you claim that breakfast and
lunch occur
at the same location.

It does? I am aware of no such requirement. I thought we just stipulated
that breakfast was in LA and lunch was in San Diego?

Two events may or may not occur at the same location (same location defined
as the same spatial coordinates at the two different times as measured by a
*single* frame of reference. Note: this definition is frame independent).


I also claim that the special relativistic space-time
interval between the
events of lunch and breakfast are the same as measured in
all inertial
reference frames.

Special relativity doesn't apply if you claim that breakfast and lunch
occur at different locations.

I disagree with the above statement. The theory of special relativity is
fully capable of handling the situation of two events occuring at different
locations. (location defined as above).

regards,

Joel Rauber