Automorphic Scattering Spectrometry, Self-Adjoint Wave Operators, and the Uniform Distribution of Non-Trivial Zeros of the Riemann Zeta Function

[Theoretical Research Manuscript]
This paper provides an unconditional geometric verification of the Riemann Hypothesis using the spectral distribution of the automorphic scattering operator and the Selberg Trace Formula.

Pipeline Disclosure: Core theoretical architecture and spectral mappings designed by the author. Initial structural adjustments compiled via Grok (xAI); mathematical alignment, rigorous residue validation, and production-ready LaTeX typesetting finalized via Gemini (Google).