| University of Minnesota School of Mathematics |
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A Stable Manifold Theorem for Degenerate Fixed Points with Applications to Celestial Mechanics Journal of Differential Equations 14 (1973), 497-513. doi: 10.1016/0022-0396(73)90077-6
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| School of Mathematics | |||
| Richard McGehee | |||
| McGehee 1973 | |||
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Note. Parabolic orbits in certain celestial mechanics systems can be viewed as the stable and unstable manifolds to a degenerate periodic orbit at infinity. The stable and unstable manifolds are shown to be real analytic for these systems. |
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