Noise sequences of infinite matrices and their applications to the characterization of the canonical phase and box localization observables

Details Noise sequences of infinite matrices and their applications to the characterization of the canonical phase and box localization observables Noise sequences of infinite matrices and their applications to the characterization of the canonical phase and box localization observables

2006-01-23

arxiv.org/abs/quant-ph/0601155v1

Physics

Quantum Physics

Scientific paper

Noise sequences of infinite matrices associated with covariant phase and box
localization observables are defined and determined. The canonical observables
are characterized within the relevant classes of observables as those with
asymptotically minimal or minimal noise, i.e., the noise tending to 0 or having
the value 0.

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