Quantum Physics

   

Does Heisenberg’s Uncertainty Collapse at the Planck Scale? Heisenberg’s Uncertainty Principle Becomes the Certainty Principle

Authors: Espen Gaarder Haug

In this paper we show that Heisenberg’s uncertainty principle, combined with key principles from Max Planck and Einstein, indicates that uncertainty collapses at the Planck scale. In essence we suggest that the uncertainty principle becomes the certainty principle at the Planck scale. This can be used to find the rest-mass formula for elementary particles consistent with what is already known. If this interpretation is correct, it means that Einstein’s intuition that “God Does Not Throw Dice with the Universe” could also be correct. We interpret this to mean that Einstein did not believe the world was ruled by strange uncertainty phenomena at the deeper level, and we will claim that this level is the Planck scale, where all uncertainty seems to collapse. The bad news is that this new-found certainty can only can last for one Planck second! We are also questioning, without coming to a conclusion, if this could have implications for Bell’s theorem and hidden variable theories.

Comments: 5 Pages.

Download: PDF

Submission history

[v1] 2018-03-02 12:26:00
[v2] 2018-03-04 08:02:18
[v3] 2018-03-05 04:49:44
[v4] 2018-06-07 06:22:57

Unique-IP document downloads: 385 times

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