Part II: Quantum Mechanics as Address Obstruction

Part Overview

Quantum mechanics is not postulated—it is derived from the τ³ geometry. The CR-structure on the fibered product τ³ = τ¹ ×_f T² couples the torus fiber to the worldline base in a way that forces discrete spectra, non-commuting observables, and the full Hilbert-space formalism. Uncertainty is not epistemological but geometric: a CR-address on T² cannot simultaneously resolve conjugate coordinate systems—the address obstruction that gives this Part its name.

The eight chapters trace a single arc from the CR-address space through the holomorphic Hilbert space, quantization, the address-obstruction theorem (Heisenberg), measurement, the Schrödinger equation, and energy/entropy, culminating in the first quantitative prediction of the framework: the neutron-to-electron mass ratio R₀ = ι_τ⁻⁷ - √3 ι_τ⁻² ≈ 1838.7, derived from the breathing mode spectrum, the Epstein zeta function, the lemniscate capacity, and the holonomy correction π³α²—at {∼} 0.001% (8 ppm) agreement with the CODATA value, with no free parameters.

Chapters

• Chapter 13: The CR Address Space
• Chapter 14: Characters as Quantum Addresses
• Chapter 15: The Holomorphic State Space
• Chapter 16: Holomorphic Quantization
• Chapter 17: The Address-Obstruction Theorem
• Chapter 18: Measurement and the Schrödinger Equation
• Chapter 19: Energy, Entropy, and the Arrow
• Chapter 20: The Electron Mass Prediction