Euclidean space is the one place where all space is flat and orthogonal. However, this is a special case of curved space (where the curve is zero). Therefore, to me, all our succeeding mathematics and science measured constants are based on a special case. For example does gravity act at 32 ft/sec/sec if space is curved? no, only where space is flat. I believe that the proper methodology of the metrics of space is rotational (i.e. x, y, z all rotate (twist) about the origin). For example, light does not project linearly from origin outward at C 186,000 mi/sec, but rotates about the origin at a particular (angular) velocity. For example, the value of C can be found to be 144,000 min of arc per second. Other metrics of time-space would then be similarly re-calculated to have rotational metrics. Bruce Cathie (NZ mathematician) then proposes that these metrics of light, mass, and gravity can be seen to create harmonics of each other. Thoughts?
2007-07-26
17:28:13
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7 answers
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asked by
thehighsierradrifter
1