Ervin Goldfain. Minimal Fractal Manifold as Asymptotic Regime of Non-commutative Field Theory
Submitted on: Dec 22, 2014, 19:52:47
Natural Sciences / Physics / Particle physics
Description: The minimal fractal manifold (MFM) defines a space-time continuum endowed with arbitrarily small deviations from four-dimensions. It was recently shown that MFM is a natural consequence of the Renormalization Group and that it brings up a series of unforeseen solutions to the challenges raised by the Standard Model. In this brief report we argue that MFM may be treated as asymptotic manifestation of Non-Commutative (NC) Field Theory near the electroweak scale. Our provisional findings may be further expanded to bridge the gap between MFM and NC Field Theory.
The abstract of this article will be published in the December 2014 issue of "Intellectual Archive Bulletin", ISSN 1929-1329.
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Minimal Fractal Manifold as Asymptotic Regime of Non-Commutative Field Theory.pdf