Riemann, Repulsion, and the Collapse of Treewidth on the Line

Reading the Riemann zeros through one-dimensional separator growth: distance-threshold graphs collapse to local occupancy, and spectral repulsion suppresses separator growth.

Abstract & analytical mapping

Reading the Riemann zeros through one-dimensional separator growth: distance-threshold graphs collapse to local occupancy, and spectral repulsion suppresses separator growth.

This record is one node in the structural map developed in the core volume. Using graph-theoretic invariants, it isolates a systemic boundary in a mathematical, linguistic, or physical dataset and prices it with Ross’s Law — the claim that complexity limits behave uniformly under structural phase transitions, metered by treewidth. Here the operative invariant is Unit Interval Treewidth, in the Repulsive Point Process regime.