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VOLUME 38 (1983) | ISSUE 10 | PAGE 501
Dynamic algebras of the two-center Coulomb problem
Dynamic algebras are derived for the two-center Coulomb problem. The representations of these algebras are examined. The conditions under which the representations of these dynamic algebras are equivalent are derived. This new approach is useful for determining the analytic properties of the two-center Coulomb wave functions, for finding the recurrence relations among the integrals of these functions, etc.