Publication | Closed Access
Mapping of shape invariant potentials under point canonical transformations
189
Citations
31
References
1992
Year
Spectral TheoryIntegral GeometryMachine VisionEngineeringGeometryRiemann-hilbert ProblemPotential TheoryShape Invariant PotentialsConfluent Hypergeometric FunctionsGlobal AnalysisPotential ClassesLie Point Symmetry
The authors give explicit point canonical transformations which map twelve types of shape invariant potentials (which are known to be exactly solvable) into two potential classes. The eigenfunctions in these two classes are given by hypergeometric and confluent hypergeometric functions respectively.
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