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solveHeisenberg
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solveHeisenberg
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SARTAJ HUNDAL ON BEHALF OF (C) VEKTOR-KNIGHT 15 AUGUST 2013
# Structural attempt to solve the Heisenberg Uncertainty Principle employing vector analysis and bridgeMaths
# This is a "skeleton solution", a formal proof will be necessary on the assumptions:
# (i) hyperPlanck (ii) bridgeMaths
0. Instantiate a two-dimensional surface {x,f(x)}
1. Partition x < 0 as group(alpha) and x > 0 as group(omega) about the vertical f(x) axis
2. i. struct_n {
delta_x = [merge(group(alpha),group(omega)) <> wave-particle duality]
} # delta_x is a change in position for the object denoted by a "wave-particle"
ii. Heisenberg's Uncertainty Principle:
z <> [2*stdev(delta_x)*stdev(delta_p) => Planck's constant] # x,p ; position,momentum
3. struct_m {
2*z > phi*abs(struct_n)**2 => Planck's constant
}
## A vector field over a "phi transform" in a spiral will necessarily collide within the constraint in z
## Every point in space/time is self-similar
# glory to God in the highest