In this work, we studied the bound states and quantum theoretic-information measurements
of an α-deformed Kratzer-type potential with the Schrodinger equation. The ground state …

The information‐theoretic measure of confined hydrogen atom has been investigated
extensively in the literature. However, most of them were focused on the ground state and …

Shannon entropy (S), Rényi entropy (R), Tsallis entropy (T), Fisher information (I), and
Onicescu energy (E) have been explored extensively in both free H atom (FHA) and …

The local structure present in Wigner and Husimi phase-space distributions and their
marginals are studied and quantified via information-theoretic quantities. Shannon, Rényi …

The spreading of the stationary states of the multidimensional single-particle systems with a
central potential is quantified by means of Heisenberg-like measures (radial and logarithmic …

Accurate values of physical quantities serve as the stepping stone for further researches.
Consequently, we provide benchmark values of Shannon, Rényi, Tsallis entropies, and …

The Shannon entropy, the desequilibrium and their generalizations (Rényi and Tsallis
entropies) of the three‐dimensional single‐particle systems in a spherically symmetric …

Knowledge of the electronic structures of atomic and molecular systems deepens our
understanding of the desired system. In particular, several information-theoretic quantities …

The fundamental information-theoretic measures (the Rényi R p [ρ] and Tsallis T p [ρ]
entropies, p> 0) of the highly-excited (Rydberg) quantum states of the D-dimensional (D> 1) …

The Rényi entropies $ R_ {p}[\rho], 0< p<\infty $ of the probability density $\rho_ {n, l, m}(\vec
{r\,}) $ of a physical system completely characterize the chemical and physical properties of …