Entropic uncertainty relations for Shannon entropies associated with tomographic probability distributions of continuous quadratures are reviewed. New entropic uncertainty relations in the form of inequalities for integrals containing the tomograms of quantum states and deformation parameter are obtained.

Probability Representation and New Entropic Uncertainty Relations for Symplectic and Optical Tomograms / M. A., Man'Ko; V. I., Man'Ko; S., De Nicola; Fedele, Renato. - In: ACTA PHYSICA HUNGARICA. B, QUANTUM ELECTRONICS. - ISSN 1589-9535. - STAMPA. - 26:1-2(2006), pp. 71-77. [10.1556/APH.26.2006.1-2.10]

Probability Representation and New Entropic Uncertainty Relations for Symplectic and Optical Tomograms

FEDELE, RENATO
2006

Abstract

Entropic uncertainty relations for Shannon entropies associated with tomographic probability distributions of continuous quadratures are reviewed. New entropic uncertainty relations in the form of inequalities for integrals containing the tomograms of quantum states and deformation parameter are obtained.
2006
Probability Representation and New Entropic Uncertainty Relations for Symplectic and Optical Tomograms / M. A., Man'Ko; V. I., Man'Ko; S., De Nicola; Fedele, Renato. - In: ACTA PHYSICA HUNGARICA. B, QUANTUM ELECTRONICS. - ISSN 1589-9535. - STAMPA. - 26:1-2(2006), pp. 71-77. [10.1556/APH.26.2006.1-2.10]
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11588/315012
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