Page Nav

HIDE
FALSE
TRUE

Classic Header

{fbt_classic_header}

Latest:

latest
header

Find the object of the loop geometry

In the grid field theory, the electron and every other particle, which has resting mass, described as a closed-loop. A closed-loop of vi...


In the grid field theory, the electron and every other particle, which has resting mass, described as a closed-loop. A closed-loop of vibration pattern, which built on the grid field particles by their synchronized vibration. On this loop, the vibration pattern propagates itself creating the static structure. This structure can travel any but slower speed on the grid field then the propagation speed of the vibration by which is constructed from, because of the closed-loop structure of the vibration, and despite the propagation speed of the vibration, which is constant. This structure occupies space. This means, the closed loops cannot be overlapped by each other despite the non-closed loop vibration structures, as photons can be overlapped.

The loop cannot be two dimensional because it should be seen as a loop from any direction of the three-dimensional space. The closed-loop must be stable and static in the three dimensions and maybe only in three dimensions, despite the vibration, which builds it up, may have several more degrees of freedom.

These are some requisites of the closed-loop geometrical shape. Does it exist? Can it exist? Is it a kind of Calabi-Yau object? It needs to find out and needs to find it.


No comments