An information-theoretical study of the Dirac oscillator and the usual quantum oscillator is
provided, in terms of the respective spatial densities. The comparative analysis is grounded …

Pairwise and higher-order statistical correlations are examined in excited states of quantum
oscillator systems, in position, and in momentum space. Measures from information theory …

This work reports the different information theoretic measures, ie, Shannon information
entropy, order, disorder, complexity, and their dynamical measure for the interacting bosons …

The sums of position-and momentum-space mutual information measures are used to
examine the pairwise and higher-order statistical correlation in the ground states of N …

The dependence of the entropic uncertainty relations on particle number and on attractive
and repulsive interparticle potential strengths, is examined in the ground state of coupled …

This article investigates the behavior of a Moshinsky atom in a 1D harmonic trap. Focus is
given on the theoretical foundations of confinement and its impact on the correlation …

Jensen–Shannon divergence is used to quantify the discrepancy between the Hartree–Fock
pair density and the product of its marginals for different N-electron systems, enclosing …

A definition of three-variable cumulative residual entropy is introduced, and then used to
obtain expressions for higher order or triple-wise correlation measures, that are based on …

The effects of quantum interferences and interaction strength on the entropic uncertainty
relations, and on mutual information correlation sums, are examined in two-level …

Triple‐wise and higher‐order correlation measures are proposed using analogies from
information theory. Two‐and three‐variable statistical correlation measures, obtained from …