Authors: Ervin Goldfain
Derived from the mathematics of the Renormalization Group, the minimal fractal manifold (MFM) represents a spacetime continuum endowed with arbitrarily small deviations from four dimensions. The geometrical structure of the MFM can be conveniently formulated using the concept of dimensional quaternion, a vector-like entity built from component deviations along the four spacetime coordinates. Our analysis shows that dimensional quaternions form a natural basis for qubit systems and Quantum Information Theory.
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