Re: Can we mark the points of "empty" space ?


Obviously, from a distance an object is no more than a point along a zero
dimensions.

However, from a nearest, an object would seem to fill spherical space, along
a three dimensions, as again along more nearest the all comes along the view
as the object would be one dimension.

Therefore, the one dimension would certainly be tangled up around itself
along the way, which would make an eventual use along the three dimensions
in the space, all along, whether as along a far away, that would take none
of any given position along the length of an all dimensions, which is only a
one, and this what is all about, a definitely as a matter a fact.

--
Ahmed Ouahi, Architect
Best Regards!



"xray4abc" <lemhenyil@xxxxxxxx> wrote in message
news:1185471102.688821.181720@xxxxxxxxxxxxxxxxxxxxxxxxxxxxxx

I think, the answer should be, Yes.
I will give a simple example here.
Let's consider that we send 2 identical
EM sine waves of a constant phase-difference
in an IRF.
The minimum interference-points, where E=0
and B=0 simultaneously,
will have a stable position in the
IRF of the source.
Then the EM energy density in those points is nil.
And it will be nil in any other IRF.
In this respect, the points of the "empty" space
are then marked for all possible IRFs.
Regards, LL



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