Dissipative adiabatic measurements enable state-protective estimation of M parameters in dissipative systems with only M measurements and Heisenberg-like precision scaling.
That is, for an operator X, the norm reads ∥X∥ := √ tr(X†X), while for a superoperatorE, it is the 6 induced norm defined as∥E∥ := sup∥X∥≤1∥E(X)∥
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Dissipative Quantum Metrology
Dissipative adiabatic measurements enable state-protective estimation of M parameters in dissipative systems with only M measurements and Heisenberg-like precision scaling.