Operational quantum estimation theory for neutrino oscillations: identifiability, attainability, and spectral precision bounds
This paper establishes an operational quantum estimation framework for three-flavor neutrino oscillations that rigorously separates state, measurement, and reconstruction to analyze identifiability and joint attainability, demonstrating that while pure-state Quantum Fisher Information is rank-limited, broadband resolution and detector effects can restore full spectral precision, a theory validated by a high-fidelity DUNE GLoBES implementation that exposes the limitations of local bounds in supporting global sensitivity claims.