Quantum Physics


Mapping the Born Rule to the Fractal Geometry of Quantum Paths

Authors: Ervin Goldfain

Here we show that there is an approximate mapping between multifractal theory and the Born rule of Quantum Mechanics. The derivation is based on the fractal geometry of quantum mechanical paths, which replicates the geometry of unrestricted random walks in d>2 Euclidean dimensions.

Comments: 4 Pages.

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Submission history

[v1] 2019-09-30 23:08:20

Unique-IP document downloads: 10 times

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