Formalization of the Numerical Selection Theory (NST)

The Numerical Selection Theory (NST) proposes that the universe is structured by the cyclic group \mathbb{Z}_{999} and the golden ratio \Phi, with implications for fundamental physics. Two key principles define the model:

1. Cobalt 27 (Z = 27): Its 3^3 structure exhibits a self-similar pattern culminating in 999 (27 \times 37) through electromagnetic resonance in a solenoid.

2. Fractality and perception: Spacetime is described as a discrete numerical recursion, linking gravity and computation.

This structure redefines fundamental physical constants, including the Planck length (L_{P,NST} \approx 2.61 \times 10^{-32} \, \text{m}) and the fine-structure constant (\alpha_{NST} \approx 0.007297), with potential experimental verification in quantum interferometry, spectroscopy, and cosmology. NST provides a unified perspective on the relationship between numbers, physics, and perception.