T.A.O. D.1.4 Derivation
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The T.A.O. Onto-Harmonic Fractal Theory models spacetime as a fractal manifoldwith a dimension D ≈ 1.4, distinguishing it from General Relativity (D = 4)and String Theory (D = 10/11). This fractal dimension is not arbitrary butemerges from an iterative, self-similar geometric structure, inspired by Mandelbrot’sfractal geometry [? ], and is modulated by physical parameters, includingthe fine-structure constant α ≈ 1/137 and the SQS-Z crystal’s resonance frequencyof 137 Hz. This section derives D ≈ 1.4 through a three-step process:defining the fractal structure, calculating the base dimension via self-similarscaling, and applying a physical correction tied to T.A.O.’s parameters
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Zenodo创建时间：
2025-04-21
