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Group Theory and the Hydrogen Atom (I)
Published Web Location
https://doi.org/10.1103/revmodphys.38.330Abstract
The internal 0(4) symmetry group of the nonrelativistic hydrogen atom is discussed and used to relate the various approaches to the bound-state problems. A more general group 0(1,4) of transformations is shown to connect the various levels, which appear as basis vectors for a continuous set of unitary representations of this noncompact group.
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