1987•Journal of Physics A Mathematical and GeneralRequires access

Minimal uncertainty and maximal information for quantum position and momentum

Paul Busch, PEKKA J. LAHTI

Open publisher page 9 citations

Abstract

In view of the recently proposed entropic uncertainty relations several characterisations of 'maximal information' and 'minimal uncertainty' are compared and applied to position and momentum. It is argued that a sufficiently refined entropic uncertainty relation might require the general concept of POV observables as used in stochastic quantum mechanics.

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What this paper is about

In view of the recently proposed entropic uncertainty relations several characterisations of 'maximal information' and 'minimal uncertainty' are compared and applied to position and momentum. It is argued that a sufficiently refined entropic uncertainty relation might require the general concept of POV observables as used in stochastic quantum mechanics.

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Available abstract

In view of the recently proposed entropic uncertainty relations several characterisations of 'maximal information' and 'minimal uncertainty' are compared and applied to position and momentum. It is argued that a sufficiently refined entropic uncertainty relation might require the general concept of POV observables as used in stochastic quantum mechanics.

Key concepts: Entropic uncertainty, Observable, Uncertainty principle, Position (finance), Momentum (technical analysis), Relation (database), Statistical physics, Quantum

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