Framework
How the σ-Uniformity framework applies in gravitational waves: what the cascade is, what \(\Phi\) is, what \(\beta\) measures.
σ-Uniformity · Gravitational Waves
Gravitational Waves.
Strain shadows from LIGO/Virgo O4 and the cross-PTA gravitational-wave background read against the same six framework operators that produced every other domain. Same brake. Same threshold. Independent, dimensionless validation.
Gravitational Waves catalogue — \(\beta\)-strip
Every brake-exponent reading the framework has produced for Gravitational Waves, on a single \(\beta\)-axis. The vertical line at \(\beta = 1\) is Theorem 1's intrinsic threshold — the only universal threshold the framework admits.
\(\beta < 0\): shrinking
\(0 \le \beta < 1\): sub-rate
\(1 \le \beta < 2\): super-rate
\(\beta \ge 2\): deeply super-rate
Click any point for the full reading: instance, \(\beta\) value, and a link to the source code.
Findings
Headline cases, validated cascades, and the honest limits of what the framework can decide.
Methodology
Data sources, measurement pipeline, and a worked-example trace from raw signal to \(\beta\).