Review of latest changes

• I have dumped the idea of phase, that was a human thing.
• Differences in vacuum size is fundamental and connected to space curvature.
• Sphere packing has become fundamental and everything is converted to hyperbolic.
• We still have work to do in understanding the relationship between the cube, the sphere and vacuum noise.
• Spectral separation near the band limit of light is important, that is the intrinsic property of the vacuum that replaces impedance.
• We now know our theory of mass is correct, Compton equivalence confirmed.
• Shannon remains the fundamental equation of the vacuum.
•  Group separation is a spectral property of sampling theory.
• I have returned to the concept of axis of symmetry. 
• Schrodinger is gone, replaced by Taylor series orders in the Hyperbolic series.
• The concept of signal to noise is fundamental, replacing the Hamiltonian.
• We know where the electron is located in the spectrum.
• Wave shifting by units of 3/2 is a key concept, and related to even/odd hyperbolic orders. We know what the mixing angle is all about.
• Factorization of the wave exponent exposes group formation. 
• Avogadro, Higgs, Shannon orthogonality are now combined.
• The quark/gluon relation is understood as a gyro effect with a six degree axis, replacing color. 
• We have located the first three quark/gluon pairs and need to sort out the W/K bosons.
• Lorentz is completely gone. 
• General relativity and particle decay are queuing problems in spacial sampling. 
• We know how to deal with time, distance and temperature in spacial sampling.
• Planck constant can be further decomposed. 
• Spin is the two different angles of penetration of exchanges in packed Nulls. 
• Maxwell equations are just the hyperbolic power series construction along the axis of symmetry, as is the proton quark/gluon gyro..
• Higgs, quasars, space curvature, background radiation, baryon production and heavy gravity are becoming clear. Baryons are the unit of account in group formation in free space universe.
• Vector calculus, curl, divergence and boundary layer will all be redone with hyperbolic even/odd, axis of symmetry and power series ordering. Most of calculus should be redone as the value of Dx as F(x) approaches orthogonality along the axis of symmetry.
• Dirac delta and Shannon orthogonality are equivalent. 
• Prime number theory, Compton equivalence and the hyperbolic series should be related.
• Hilbert spaces likely expanded to include general concave system and asymmetry.