Rényi complexity ratio of two density functions is introduced for three and multidimensional
quantum systems. Localization property of several density functions are defined and five …

Exact solutions of a pseudoharmonic oscillator and a family of isospectral potentials are
investigated in spherical coordinates. The entropic moment, generalized quantum similarity …

Exact eigenvalue and eigenfunction of non-central Makarov potential is derived for arbitrary
quantum states having non-zero angular quantum number. The wave function is obtained in …

We study the shape LMC (López‐Ruiz, Mancini and Calvet), Fisher‐Shannon (FS) and
Cramér‐Rao (CR) complexities of two families of orthogonal functions associated with the …

Exact solutions of the time-dependent Schrödinger equation in presence of time-dependent
potential are defined analytically by point transformation and separation of variables. Energy …

This paper will define the exact solutions of the Schrödinger of a confined particle in an
infinite spherical well in both position and momentum spaces. In the present work, we will …

Exact solutions of time-dependent Schr\" odinger equation in presence of time-dependent
potential is defined by point transformation and separation of variables. Energy and …

R\'enyi complexity ratio of two density functions is introduced for three and multidimensional
quantum systems. Localization property of several density functions are defined and five …