This is a paper written to celebrate the 70th birthday of our dear colleague Gaetano Vilasi where we collect some recent results about a couple of maximally superintegrable systems. Both the classical and the quantum version will be considered, and the corresponding solution techniques will be illustrated: namely, the spectrum generating algebra (SGA) for the classical systems and the shape invariance potentials approach (SIP) for the quantum case.
Ragnisco, O., Latini, D. (2015). Superintegrable deformations of the KC and HO potentials on curved spaces. In IL NUOVO CIMENTO 38 C (2015) 168 [10.1393/ncc/i2015-15168-0].
Superintegrable deformations of the KC and HO potentials on curved spaces
RAGNISCO, Orlando;LATINI, DANILO
2015-01-01
Abstract
This is a paper written to celebrate the 70th birthday of our dear colleague Gaetano Vilasi where we collect some recent results about a couple of maximally superintegrable systems. Both the classical and the quantum version will be considered, and the corresponding solution techniques will be illustrated: namely, the spectrum generating algebra (SGA) for the classical systems and the shape invariance potentials approach (SIP) for the quantum case.File in questo prodotto:
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