Tag: quantum-computing
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The Second McGucken Principle of Nonlocality: Only systems of particles with intersecting light spheres, with each light sphere having originated from each respective particle, can ever be entangled. Any Entangled Particles Must Exist in a McGucken Sphere. The McGucken Sphere is defined as a sphere whose radius expands at the velocity of light c, as given by radius x4=ict. So it is that the fourth dimension expands at the velocity of light dx4/dt=ic.
Relativity tells us that the photon experiences no time in its frame. And too, relativity tells us that the photon experiences no space in its frame. Thus, to a photon, the spatial distance between any two points is zero. And too, in the photon’s frame, it takes no time to travel between any two points.…
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FINDING QUANTUM MECHANICS IN THE LIGHT CONE: THE MCGUCKEN LIGHT CONE
FINDING QUANTUM MECHANICS IN THE LIGHT CONE: THE MCGUCKEN LIGHT CONE McGucken’s Law of Nonlocality: All nonlocality begins as locality. In order for two particles to become entangled, they must first share a common locality. As they separate, they may yet share the orginal locality, and we see them to be entangled. Thus, over time,…
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The McGucken Nonlocality Principle: All quantum nonlocality begins in locality as found in dx4/dt=ic
The McGucken Nonlocality Principle: All quantum nonlocality begins in locality Locality becomes nonlocality via the expansion of the fourth dimension at the rate of c as given by dx4/dt=ic, which naturally gives rise to Huygens’ Principle, time and all its arrows, all of relativity via the spacetime metric x4=ict, and quantum nonlocality, entanglement, and probability.…
The McGucken Principle: The fourth dimension x4 is expanding at the velocity of light c: x4=ict, ergo dx4/dt=ic 