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Saturday, October 1, 2016

Building an Algorithm, relatively small

One major difference between AuT and other theories of infinite converging series is that because of the value of x increasing and compression, at the same time that the series converge to zero (never reaching it) the relative size of the universe and the size of the maximum fundamental particle (black holes to me and you or possibly super black holes, although I don't think we are there yet in any quantity) increases towards infinity.
This suggests that below the size of space, the same process may be continuing.  What is smaller than a yes/no answer?  It is, perhaps a different geometry that is somehow smarter than ours, where yes and no is a very complex answer.  It could be that we are really this close to the beginning of the universe  It could be that Einstein's universe where everything happens at once in the singularity can co-exist with AuT where everything is sequential.
There are many possibilities, but the only one observed is that with the infinite series converging to zero and the concordant perfect curvature of space, the amount of information in the universe and the size of fundamental particles increases to infinity.
And with that increase, the perspective changes so that the relatively small gets smaller.

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