Abstract In this work we propose an analytical iterative approach in which the temporal evolution was replaced by the number of iterations. And for the case of a mass-spring system we obtained its vel
Title of program: TAMOBR Catalogue Id: ABGR_v1_0 Nature of problem The generalized harmonic oscillator brackets form the transformation matrix for the transition from the single-particle coordin
This is a new version of the HOTB code designed to calculate three and four particle harmonic oscillator (HO) transformation brackets and their matrices. The new version uses the OpenMP parallel commu
Abstract In this work we propose an analytical iterative approach in which the temporal evolution was replaced by the number of iterations. And for the case of a mass-spring system we obtained its vel
The Schrödinger equation for an isotropic three-dimensional harmonic oscillator is solved using ladder operators. The starting point is the shape invariance condition, obtained from supersymmetric qua
