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October 13th, 2016, 03:25 PM   #1
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N relative photons: N-1 dimensional velocity space

In spacetime, photons move relative to each other at light speed. A simple model of N elementary bosons (e.g., photons) of equal relative velocities is that of a N-1 dimensional velocity space regular polytope. Spacetime relative to such a regular polytope might define a horizon moving at velocity c.

Last edited by Loren; October 13th, 2016 at 03:59 PM.
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October 13th, 2016, 04:08 PM   #2
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October 14th, 2016, 01:22 AM   #3
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Special relativity can probably answer any problems you might have with photons and relative speeds.
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October 15th, 2016, 01:54 PM   #4
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I tried to state how the constant light speed of relativity among N photons might be represented innovatively by a regular polytope in at least N-1 dimensional space.

A regular polytope exhibits equal distances among its vertices (here equal relative velocities in a higher-dimensional velocity space): point, line segment, triangle, tetrahedron, hypertetrahedron, etc., for 1, 2, 3, 4, 5... photons.

N equidistant photons require a N-1 dimensional polytope. As the number of photons approaches infinity, the regular polytope approaches a N-dimensional sphere (horizon).

Last edited by Loren; October 15th, 2016 at 01:57 PM.
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