Proof of the Nonlocality of a Light Cone’s Surface: Nonlocal Light Cone Entanglement Spacetime Sculptures dx4/dt=ic: Fuji GFX100 Medium Format Photography

Nonlocal Light Cone Entanglement Spacetime Sculptures dx4/dt=ic: Fuji GFX100 Medium Format Photography

Nonlocal Light Cone Entanglement Spacetime Sculptures dx4/dt=ic: Fuji GFX100 Medium Format Photography

Proof of the Nonlocality of a Light Cone’s Surface.

Consider a pair of entangled photons which travel in opposite directions from the origin in the x1, x2 plane.

No matter how far apart they travel, they will remain entangled, meaning that their two positions will define a nonlocality.

Now consider numerous entangled pairs of photons, wherein the two photons in each pair travel away from the origin in opposite directions.

Together, the positions of the photons in all the entangled pairs of photons will by and by define a circle of nonlocality as the number of pairs of photons approaches infinity.

Now consider a third axis which is time. Together, the positions of the photons in all the entangled pairs of photons will define a conical surface of nonlocality.

Ergo, the surface of a light cone is a nonlocality.

The surface of a light cone is thus nonlocal.

QED