A Self–Adjoint Mechanism Confining the Zeros of the Riemann ξ–Function
Authors/Creators
Description
We develop a Hilbert–P´olya style operator framework based on:
- boundary triples
- mirror symmetry implementing the functional equation
- finite–rank auxiliary coupling repre-senting local Euler factors
- analytic identification of the Weyl M –function with the completed zeta
- numerical residual stabilization
Under explicitly stated analytic assumptions, the associated spectral determinant coincides
with the completed ξ–function, forcing all nontrivial zeros of ζ(s) onto the critical line.
