Quantum Gravity and String Theory

   

Relativistic Supersymmetric Atomic Model

Authors: Alfonso De Miguel

Thinking of the atom as a dual topological system of two intersected manifolds vibrating with the same or opposite phases, the submanifolds created by their intersection will be the subatomic particles of the nucleus shared by the dual atom, acting as fermions when the phases of variation of the intersecting manifolds are opposite and acting as bosons when those phases synchronize becoming equal. The quarks of the system - considered as the pushing forces caused by the displacement of the two intersecting manifolds while vibrating - will remain identical in the bosonic and fermionic times. The point of the intersection of the system, that also will remain the same during the whole phases of variation but moving left to right in the fermionic phase and upward and downward in the bosonic one, will be the point of convergence of all the fermionic and bosonic weak and strong interactions, constituting the structural unification of the gauge couplings.

Comments: 16 Pages.

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Submission history

[v1] 2018-11-22 05:20:04

Unique-IP document downloads: 11 times

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