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Theorem A - The internal consistency theorem
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Theorem A - The internal consistency theorem - 06-30-2007, 04:35 PM


sin(2*pi/r) = 0
For solutions n, there is a higher and lower set in value representing states:
r_1 = {1,2,3,4,5...}
r_2 = {...5,4,3,2,1}
Theorem - All representations in the brain of the integers are internally consistant

m : phi(t,r_1) -> phi(t,r_2)
Where r is the radial component of the two dimensional spherical wave equation.
m is given by the set of lines y=rx, where r_1*x=-r_2*x (it anticommutes)
  
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