A modular harmonic sieve for detecting nontrivial Riemann zeta zeros through phase-locked resonance, leveraging the interplay of base-3 and base-π spirals to isolate precise zero locations without statistical approximation. Ideal for mathematical research, numerical experiments, and algorithm development.

A modular, CI-verified formal manuscript that constructs a canonical trace-class operator whose spectral determinant encodes the completed Riemann zeta function—culminating in a spectral equivalence formulation of the Riemann Hypothesis. Includes DAG-audited proofs, Lean compatibility scaffolds, and agent-safe modular structure.

Exploring the relationship between conformal rigidity, spectral properties, and genus of graphs.