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AbstractAbstract
[en] A canonical realization of the so(4,2) algebra for three degrees of freedom is determined, which conserves the essential properties of the so(4,2) algebra associated by Gyorgyi to the Kepler problem, Bacry-Gyorgyi coordinates are generalized. The canonical realization of the so(4,2) algebra is related to a classical central motion where it plays a role similar to the role played by the so(4,2) algebra in the Kepler problem. (author)
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Feb 1978; 39 p
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