| bottomless flatware -
03-11-2008, 12:35 PM
If the universe is flat, suggested by a few cosmological theories, then it could not be described as having a bottom (existence of a minimum potential energy well or zero-point energy). Analogous to a sheet of blank edgeless paper, the universe will extend in all directions forever. In this sense, a bottomless universe is also an empty static or motionless universe.
The moment a point particle appears at a particular location of space-time, its nonzero mass will instantly induced a tiny curvature around the space-time fabric hugging this dimensionless but not massless particle. Simultaneously uniform motion and force of gravity are created by this infinitesimal indentation of space-time. In addition, an absolute, unchanging direction of time becomes established. Therefore, a bottomless universe must also be a timeless universe. Since space and time are interconnected, a timeless universe is also a spaceless universe where and when the value of the space-time interval of special relativity is certainly zero. Consequently, zero space-time intervals is necessary and sufficient condition for the existence of an inertial frame of reference and establish the principle of relativity that the vacuum speed of light is a universal constant of nature. Completing all 8 directional invariance properties, a bottomless universe is also topless, rightless, leftless, frontless, and backless. It is a universe without a past or a future. It exists in the present now and forever more.
Time independence: [∂E(g)]²=[∂F(a)×∂r(a)]·[∂F(b)×∂r(b)] and Mass independence: ¶a(t)·¶r(t)=c²
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