Went over this year ago.
If the physicists tells algebra folks the speed of light is constant, then algebra folks say you math is ultimately finite precision. I am not the inventor here, read it somewhere and agreed. We go from the one to the other via onverting to the domain of algebra.
Example. I our theory, we would say the total system is represented by a finite precision sequence generator. The, to partition the problem between traveler and traveled means dividing a finite graph, in essence. Remember the total system is finite precision.
So we see the equivalence between aliasing in the algebra domain. mostly not being reversible. So, the traveler is more course in definition, more massive. But the travelled is a finer granulation, they have split the sectra, by definition of the problem. In the Higgs domain the play a similar trick, forcing greater compression than the finite precision substrate can handle. hey have isonormal models built on the same generator,
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