The structure of the FAS underlying Uj(i) and thus p(i):
It has a single axiom = p(1)
It has a fixed set of rules = R
It has an alphabet = different types of regions [maybe 10 to the 75 for our
universe].
Each region type represents the location of a discrete space point inside a
small fixed portion of a grid. [In our case 3D and most likely Face
Centered Cubic]
Uj(i) contains a theorem of this FAS giving a specific arrangement of regions.
Uj(i) necessarily grows - as explained before - by adding regions to the
length of the theorem.
This is an improvement over my previous explanations of Uj(i).
Hal
Received on Tue Nov 21 2000 - 15:50:19 PST
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