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Most general and simplest algebraic relationship between energy eigenstates of a hydrogen atom and a harmonic oscillator of arbitrary dimensions
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Citations
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References
1994
Year
Spectral TheoryQuantum DynamicEngineeringPhysicsEnergy EigenstatesSimplest RelationshipNatural SciencesHydrogen AtomHarmonic OscillatorDirac OperatorSimplest Algebraic RelationshipComputational ChemistryQuantum ChemistryFunctional AnalysisIntegrable SystemD-dimensional Harmonic OscillatorHarmonic SpaceHamiltonian System
In this paper, we work out a most general and the simplest relationship between the energy eigenstates of a d-dimensional hydrogen atom and those of a D-dimensional harmonic oscillator in terms of the su(1,1) algebra.
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