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Originally Posted by AntonioLao the speed limit of continuous space is light speed. But quantized space has no speed limit because a point of quantized space (closed topologies linking) have traverse from time-zero to time-infinity and back to time-zero in no time at all. But still the scalar product of fundamental acceleration and fundamental length is the square of light speed. altogether, the acceleration and length and light speed are all irrational continuous numbers. |
From this I get the idea that quantized space is sort of like what the was at the begining of the universe, before the BB? Infinities and zeros together...