Quantum FFF String Theory ( FFF= Function Follws string Form)


If the big bang was the splitting of a huge Axion/ Higgs particle Dark Matter Black Hole (DM- BH) nucleus into smaller DM-BH nuclei, then no standard Fermion/ Baryon inflation has happened only the DM-BH based Lyman alpha forest equipped with local Herbig Haro star/galaxy creating systems.

All black holes of all sizes (down to ball lightning) seem to be equipped with a Fermion repelling- and plasma producing horizon, which has also a charge splitting effect into a negative (outside) and positive ( inside) zone ( see oriental basin of the moon) .Conclusion, all Bhs are: "Negative Charged Electric Dark Matter Black Holes"

Friday, April 29, 2016

Herbig Haro hotspots or bowshocks are the origin of star formation, not the result as the mainstream suggest.

Function Follows Form in Quantum FFF Theory.
The rigid FORM and Microstructure of elementary particles (strings) , is supposed to be the origin of FUNCTIONAL differences between Higgs- Graviton- Photon- and Fermion particles.
As a consequence, a NEW splitting, accelerating and pairing new paradigm Black Holes, seem to be able to convert vacuum energy (ZPE) into real energy and even matter and explain quick Galaxy- and Star formation, by so called Stellar Anchor Black Holes (SABHs), Herbig Haro Hotspots ( Bowshocks), down to Sunspots, Comets and even Ball Lightning.

Recent observation of a Cosmic Hotspot under the big dipper is reason to assume that this is the location of one of our solar Stellar Anchor Black Hole (the North-SABH), reason to search for the other one: south located. At the same time it is proposed that Galaxies also are supported by dual black hole systems being the former Big Bang splitted primordial black holes. Called Galaxy Anchor Black Holes ( GABHs)

At the same time, it is observed that the angular momentum vectors of bipolar planetary nebula are not random distributed in the Milky Way.
see: Alignment of the Angular Momentum Vectors of Planetary Nebulae in the Galactic Bulge
B. Rees and A. A. Zijlstra