Generalized Version of the Creation and Annihilation Operators for the Schrödinger Equation
arXiv:1701.08581
Abstract
A generalized version of the creation and annihilation operators is constructed and the factorization of the Schrödinger equation is investigated. It is shown that the generalized version of factorization operators yield a factorization for the twelve different separable coordinates for the Schrödinger equation.