Journal of Mathematical Physics · 1973 · 25 citations · 13 references
Natural SciencesMathematicsPhysicsDifferential EquationsGeometryMathematical PhysicsCanonical TransformationsClassical MechanicsKeplerian MotionKeplerian OrbitsKepler EquationKepler ProblemKepler's EquationNegative Energy StatesSymmetriesSymmetry Groups In SpacetimeSymmetry TransformationsTransformations
The finite, canonical symmetry transformations of the negative energy motions of the classical Kepler problem are constructed by solving the fundamental differential equations of the dynamical invariance group. The geometric interpretation of the transformations is discussed.
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Group Theory and the Hydrogen Atom (I)
Myron Bander, C. Itzykson · Reviews of Modern Physics · 1966 · 414 citations · Full text
On the Problem of Degeneracy in Quantum Mechanics
J. M. Jauch, E. L. Hill · Physical Review · 1940 · 375 citations · Full text
Infinite Multiplets and the Hydrogen Atom
C. Frønsdal · Physical Review · 1967 · 122 citations