Re: Field and Photon
- From: "Thomas Heger" <hballo@xxxxxxxxxx>
- Date: Sun, 30 Apr 2006 12:06:32 +0200
"N:dlzc D:aol T:com (dlzc)" <N: dlzc1 D:cox T:net@xxxxxxxxxx> schrieb im
Newsbeitrag news:PBN4g.1651$AB3.438@xxxxxxxxxxxxx
Dear Thomas Heger:Hallo David A. Smith
"Thomas Heger" <hballo@xxxxxxxxxx> wrote in message
news:e303su$q89$1@xxxxxxxxxxxx
...
"N:dlzc D:aol T:com (dlzc)" <N: dlzc1 D:cox T:net@xxxxxxxxxx> schrieb im
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Space and spacetime are illusions that the quantum
realm produces from matter and energy as "seeds".
Don't waste your effort in populating an illusion with
further "features". We need to understand the reality behind the
illusion. Space is now uninteresting.
What is between space and quantum is the real frontier.
Thanks a lot
OK.
I had an idea: I want to join (small piece) of spacetime
and Em-field to a system. This system I call "space"
and look, if it works as harmonic oscillator.
That presupposes a "small piece of spacetime" has any meaning *without*
EM. There is no such stuff as "spacetime", that isn't rooted in something
smaller and more fundamental. Something that isn't infinitely
differentiable.
The Em-field is functioning as clock.
Invert this. The meter is defined by time and EM.
Light is the "bulldozer" that creates space *from* time.
David A. Smith
my idea for a cosmological model goes like this:
spacetime consists of events, has four dimensions of type lightyear. The
topology is roughly a hypersphere.
A small piece of space is called a system. It "moves" through spacetime in
the way, that it expands spacetime on the outside. The laws of this
expansations are given by the wavefunctions of the EM-field (the
wavefunction provides a "clock".) This clock is local, it exists in any
piece of space(-time), since space and EM-field are regarded as two aspects
of the same thing.
The surface of this hypersphere is called "now" and moving outside in the
way that it creates events and the wavefunction devides these events in
space and time. The surface has the topology of a curved hyperarea and has
three dimensions of type lenght.
Thomas Heger
.
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