The Daniel-Zeta Architecture: Fundamental Remarks on Structural Rigidity and ZFC Formalization

This document presents the Author’s Fundamental Statement within the Contextual Isomorphism Rigidity Framework (IRF). It highlights the logical architecture that underlies the Riemann Hypothesis in ZFC, emphasizing the role of the invariant I_ζ and Baker’s Theorem in enforcing global stability. While exhaustive formalization and numerical verification remain a future endeavor, the statement captures the structural reasoning that pre-determines the outcome of the zeros’ alignment on the critical line.