Riemann Hypothesis: An AI-Emergent Operator-Theoretic Framework

A mathematical manuscript proposing an operator-theoretic approach to the Riemann Hypothesis using Birman-Krein determinant theory. The framework constructs a prime-bump potential whose scattering determinant is identifiable with the completed zeta function ratio. Sign-definiteness of the potential excludes zeros in the upper half-plane, and Hurwitz's theorem preserves zero-freeness in the limit. This work emerged through AI-human collaboration and includes computational verification of key mathematical claims.