The perturbed ladder operator method-analytical determination of the generalised central field energies and wavefunctions
Author:
Publisher
IOP Publishing
Subject
General Physics and Astronomy,Mathematical Physics,Statistical and Nonlinear Physics
Link
http://stacks.iop.org/0305-4470/11/i=3/a=008/pdf
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1. Bound-state energies of the exponentially screened static and cosine Coulombic potentials
2. Factorization Ladders and Eigenfunctions
3. Closed‐form expressions of matrix elements and eigenfunctions from ladder‐operator considerations
4. High-Order Perturbation Theory for the Bound States of an Electron in a Screened Coulomb Potential
5. High-Order Perturbation Theory and Padé Approximants for a One-Electron Ion in a Generalized Central-Field Potential
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1. Exact Solutions of the Morse-like Potential, Step-Up and Step-Down Operators via Laplace Transform Approach;Communications in Theoretical Physics;2012-07
2. Perturbation theory using series expansions and the Riccati equation;The Journal of Chemical Physics;1995-08-22
3. A factorization method with application to perturbation theory;Journal of Mathematical Physics;1993-08
4. Perturbed ladder-operator method: An algebraic recursive solution of the perturbed Coulomb eigenequation;Physical Review A;1991-11-01
5. Perturbed ladder operator method: An algebraic recursive solution of perturbed wave equations;Physical Review A;1990-08-01
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