I11 Fractal-Quantized Prime Number Boundaries as a Structural Principle of Nature: Beyond Continuum Logic in Physical Structure

The I11 framework defines a scale-invariant fractal-quantized number space in which summation acquires geometric structure. Finite and infinite summation exhibit identical asymmetry constraints, producing mirror points, prime-number boundaries, and resonance thresholds. Physical phenomena such as molecular geometry, atomic shells, and optical spectra are interpreted as manifestations of intrinsic summation geometry rather than continuum dynamics. Commercial licensing available upon request. Contact: nmb99@outlook.de