Friday, April 25, 2014

Scalar–tensor–vector gravity theory

Oh no, not another one!

These modifications to accommodate quantum error will continue up to the Plank volume of the vacuum.  Each correction will modify the previous to account for a split in the quantum number for very low quantization rates.  The vacuum, at the speed of light, simply creates  a new quantum set that outperform the previous, until the ultimate SNR is reached. Wiki, yet again:

far from a source gravity is stronger than the Newtonian prediction, but at shorter distances, it is counteracted by a repulsive fifth force due to the vector field.

Translation: When the gradient of space  drops near closer to the SNR, then the vacuum will utilize two quantum numbers and compute its Taylor series approximations with a little bit of error correction. One quant (3/2)^j with matching wave number,n, goes to two quants, (3/2)^k, (3/2)k-1, where k+k-1 = j, and (1/2+sqrt(5)/2) ^ n-1 fits between k and k-1. The vacuum, at the sample rate of light, simple found a better pair of mass quants.

Thus those little devil vacuum bubbles extend the quant chain down, retain a multiply function and are still accurate to their SNR. The vacuum creates a few more packed nulls and computes a new gradient that is relatively more accurate. It is likely getting a bit more help from protons out there in the fringes.



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