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The following pages link to The construction of a third order secular analytical J-S-U-N theory by Hori-Lie technique. IV: Derivation of secular perturbation equations and their solution (Q1345958):
Displaying 6 items.
- The construction of a third order secular analytical J-S-U-N theory by Hori-Lie technique. I: Outline (Q753520) (← links)
- Secular variations in the restricted problem: A numerical technique for studying stability of equilibrium solutions (Q1263305) (← links)
- The construction of a third-order secular analytical J-S-U-N theory by the Hori-Lie technique. II: Determination of \((F_{1s}, F_{2s}, F_{3s})\) and \((F_{1c}, F_{2c})\) (Q1312115) (← links)
- The construction of a third order secular analytical J-S-U-N theory by Hori-Lie technique. III: Determination of \((S_ 1, S_ 2)\) and \((F^{\prime}_ 1, F^{\prime}_ 2, F^{\prime}_ 3)\) (Q1335424) (← links)
- The construction of a third order secular analytical J-S-U-N theory by Hori-Lie technique. IV: Derivation of secular perturbation equations and their solution (Q1345958) (← links)
- On the stability of the secular evolution of the planar Sun-Jupiter-Saturn-Uranus system (Q2227337) (← links)