On the three-dimensional lunar problem and other perturbation problems of the Kepler problem
The existence of quasiperiodic solutions with two and three basic frequencies of the three-dimensional restricted problem of three bodies for high values of the Jacobian constant is established using KAM-theory and appropriate regularization and introduction of action-angle-variables in the relevant unperturbed integrable system. A review of the spinor regularization of the Kepler problem is given.
three-dimensional restricted problem of three bodies
scientific article; zbMATH DE number 3909807
scientific article