Quanta, Galactic Walls, The Cycle of Time, Accross the Event Horizon

Quantum Gravity Von:
User: Birkholz
Quanta, Galactic Walls, The Cycle of Time, Accross the Event Horizon

Quantum gravity (QG) reduces the infinite number of classical transformations to the finite number of their generators. As a Dirac algebra, they form the basis of a U(2,2) of 4x4=16 pairs of 4 discrete types of quanta. Einstein's General Theory of Relativity (GR) is a defective application of its conformal subgroup SO(2,4).

     The experiment identifies its CPT extension to a U(4,4) of a complex Lie algebra as a correct description of our universe in the large and the dynamics of quantised particles in the small. Black holes are free of singularities, swallow energy-momentum, and return spacetime. Pseudo-unitarity is the engine of time.

 

     Forces prove the "Theory of Everything" (ToE) to be an 8-fold degeneracy of QG, which, like GR, is fully geometrizable. It describes the world of elementary particles with their non-valence structures and flavours, dark energy, dark matter, and the filaments and voids of Galactic Walls. Weak interactions do not break any conservation law.

     Due to 8x8=2**6, the ToE provides exactly 6 Goldstone particles with spins 2, 1, and 1/2: graviton, photon, 3 left-handed neutrinos, a sterile meson. The graviton separates input from output; as a simulation effect of Young tableaux, antimatter is largely suppressed. QG and ToE attribute all physics solely to the occupation numbers of the ToE quantum types and to our current position in our universe. This way, ToE allows to derive the numerical particle spectrum including masses by theory.

 

     According to Bell's superdeterminism, our universe is invariant; there is no free will. Dynamics compares fixed observer positions and identifies local variation as "motion".


Dieses eBook ist erhältlich bei:

und in vielen anderen eBook-Shops

0,00 €
Beiträge und Kommentare
Um eine optimale Funktionsweise zu gewährleisten, verwendet unsere Website Cookies. Durch die Nutzung der Website stimmst Du der Verwendung von Cookies zu. Mehr Infos
OK
Top of page
Kein Miniaturbild Entfernen ueffb580444f725_1491310590.6478450298 978-3-7487-9408-0 Bitte wähle einen Grund aus Bitte gib die Stelle im Buch an. de de_DE