
doi: 10.1007/bf01230742
The restricted problem of three bodies in sidereal coordinates is investigated using Lie theoretical methods of extended groups. The application of the theory results in a single scalar generator with an associated invariant - the integral of the motion attributed to Jacobi.
restricted problem of three bodies, Jacobi integral, Three-body problems, single scalar generator, sidereal coordinates, Lie theoretical methods, extended groups
restricted problem of three bodies, Jacobi integral, Three-body problems, single scalar generator, sidereal coordinates, Lie theoretical methods, extended groups
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