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Solvable rational extensions of the Morse and Kepler-Coulomb potentials

Author:
Grandati   Yves  


Journal:
Journal of Mathematical Physics


Issue Date:
2011


Abstract(summary):

We show that it is possible to generate an infinite set of solvable rational extensions from every exceptional first category translationally shape invariant potential. This is made by using Darboux-Baumlcklund transformations based on unphysical regular Riccati-Schroumldinger functions which are obtained from specific symmetries associated with the considered family of potentials.


Page:
103505


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