Bounded-effect theorem

Let ${{\rho }_{12}}^{(0)}={\rho }_0$ and let ${{\rho }_{12}}^{(\theta )}$ be a named alternative normal state. For the effective capture model, an alternative must also specify its participating environmental state and provide the needed mode moments and occupations. A two-packet marginal alone does not determine its capture certificate.

Let $F$ be a finite-register effect implemented by one of the constructed settings and classical postprocessing:

Assign a bounded score in $[0,1]$ to each failure record as part of the test definition. Define the exact field-interface effect

It is a bounded effect on the packet pair.