On the Connection between the Minimal Fractal Manifold & Quantum Spin

Abstract

As natural outcome of the Renormalization Group program, the minimal fractal manifold (MFM) describes a space-time continuum having arbitrarily small deviations from four-dimensions (e = 4 – D, e  << ). Recent studies point out that MFM offers unexplored solutions to the challenges raised by the Standard Model for particle physics. Here we show that the inner connection between MFM and local conformal field theory makes quantum spin a topological property of the MFM.