RESEARCH IN CELESTIAL MECHANICS AND DIFFERENTIAL EQUATIONS.
Abstract
Contents: Celestial Mechanics: Trigonometric Interpolation Parametric Representation of Resonance in the Restricted Problem, Resonances in the Restricted Problem, Double Resonance in the Motion of a Satellite, An Approach to the Elliptic Restricted Problem of Three Bodies, Motion in the Neighborhood of L sub 1 in the Sun Perturbed Earth-Moon System. Differential Equations: Lagrangian Systems on Manifolds, - Reduced Liapunov Stability of Steady Motions, The La Salle Invariance Principle for Multidimensional Dynamical Systems, Stability Properties of a Second Order Differential Equation, Asymptotic Equivalence Between two Systems of Ordinary Differential Equations, Asymptotic Behavior and Existence of Periodic Solutions of a Class of Non-Linear Ordinary Differential Equations of the Second Order, Alekseev's Integral Formula and Applications in Stability Problems.
Document Details
- Document Type
- Technical Report
- Publication Date
- May 01, 1969
- Accession Number
- AD0696981
Entities
People
- Antonio F. Ize
- Giorgio E. O. Giacaglia
- Mauro O. Cesar
- Nelson Onuchic
- Waldyr M. Oliva
Organizations
- University of São Paulo