Re: Liminocentric Structures and Energy Values in Dimension

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Posted by sol on July 13, 2002 at 11:14:09:

In Reply to: Liminocentric Structures posted by sol on July 13, 2002 at 07:43:47:

How would we ever really know if there were extra dimensions and how could we detect them if we had particle accelerators with high enough energies? From quantum mechanics we know that if a spatial dimension is periodic the momentum in that dimension is quantized, p = n / R (n=0,1,2,3,....), whereas if a spatial dimension is unconstrained the momentum can take on a continuum of values. As the radius of the compact dimension decreases (the circle becomes very small) then the gap between the allowed momentum values becomes very wide. Thus we have a Kaluza Klein tower of momentum states.

I wonder how could we have understood the value of images in the mind? What could have been construed, in consciousness, if we had taken such a stance , as in the recognition of the energy values?

What is the radius value detrmination in the cosmos and we learn to understand the value of the Schwarchild radius?

Notice the compaction state and direction of windings? What value do they have in determination? What momentum value could have been calculated, if we had seen a negative expression and the hyperbolic expression from the formation of a blackhole, to have seen its beginnings on this flat sheet? The depression, that begins in that sheet, carries this momentum to create, a cavern of sorts, and what is drawn into, becomes part of the energy of expression as it breathes? The cavern created, is a bubble created and how did this begin, but by recognizing the value as a vortex of energy that once began, hollows out a space for the creation of a continuum of energy to be expressed?