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Examinando por Autor "Sobrino-Coll, N."

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    Complexity measures and uncertainty relations of the high-dimensional harmonic and hydrogenic systems
    (IOP Publishing, 2017-08-14) Sobrino-Coll, N.; Puertas-Centeno, D.; Toranzo, I. V.; Dehesa, J. S.
    In this work we find that not only the Heisenberg-like uncertainty products and the Rényi-entropy-based uncertainty sum have the same firstorder values for all the quantum states of the D-dimensional hydrogenic and oscillator-like systems, respectively, in the pseudoclassical (D → ∞) limit but a similar phenomenon also happens for both the Fisher-information-based uncertainty product and the Shannon-entropy-based uncertainty sum, as well as for the Crámer–Rao and Fisher–Shannon complexities. Moreover, we show that the López–Ruiz–Mancini–Calvet (LMC) and LMC-Rényi complexity measures capture the hydrogenic-harmonic dierence in the high dimensional limit already at first order.

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