Qualitative and Quantitative Behaviour of Planetary Systems

Inhaltsverzeichnis

• Session on Planetary Theories.
• Review of Planetary and Satellite Theories.
• The Mystery of Pluto’s Mass — The Ring Hypothesis.
• Recent progress in the theory and application of symplectic Integrators.
• Stable Planetary Orbits Around One Component in Nearby Binary Stars.
• Stability of Outer Planetary Orbits Around Binary Stars: a Comparison of Hill’s and Laplace Stability Criteria.
• An Excess Motion of the Ascending Node of Mercury in the Observations Used by Le Verner.
• Session on the Sitnikov Problem.
• Numerical Results to the Sitnikov-Problem.
• A Computer Aided Analysis of the Sitnikov Problem.
• The Original Sitnikov Article — New Insights.
• Session on Asteroids.
• Proper Elements: What are They?.
• The High Eccentricity Libration of the Hildas II: Synthetic-Theory Approach.
• A Stability Study of Asteroid Families Near the 3:1 and 5:2 Resonance with Jupiter.
• Chaotic Behaviour of Trajectories for the Asteroidal Resonances.
• Low-Eccentricity Motion of Asteroids Near the 2/1 Jovian Resonance.
• Numerical Experiments in the 3/1 and v6 Overlapping Resonance Region.
• Session on Resonance Problems.
• An Introduction to Hamiltonian Dynamical Systems and Practical Perturbation Methods: New Insight by Successive Elimination of Perturbation Harmonics.
• Frequency Analysis of a Dynamical System.
• An Application of KAM Theory to the Planetary Three Body Problem.
• Resonant Motion in the Restricted Three Body Problem.
• A Fourth-Order Solution of the Ideal Resonance Problem.
• Session on General Dynamical Systems.
• Wavelet Analysis and Applications to Some Dynamical Systems.
• Wavelet Analysis of the Standard Map: Structure and Scaling.
• Asteroids: 2/1 Resonance and High Eccentricity.
• On the Second Order Long-Period Motion of Hyperion.
• The Problem of Critical InclinationCombined with a Resonance in Mean Motion in Artificial Satellite Theory.
• Session on Chaos and Stability.
• Meteorites from the Asteroid 6 Hebe.
• Generalized Lyapunov-Characteristic Indicators and Corresponding Kolmogorov like Entropy of the Standard Mapping.
• Generalized Lyapunov Exponents Indicators in Hamiltonian Dynamics: An Application to a Double Star System.
• Asteroid 522 Helga is Chaotic and Stable.
• Session on Miscellaneous Problems.
• Classical Periodic Orbits and Quantum Mechanical Eigenvalues and Eigenfunctions.
• Generalized Least-Squares Adjustments: A Timely but Much Ignored Tool.
• Least Squares Parameter Estimation in Chaotic Differential Equations.
• The arrangement in Mean Elements Space of the Periodic Orbits Close to that of the Moon.
• Resonance Trapping of Circumstellar Dust Particles by an Alleged Planet.
• Orbital Resonances and Poynting-Robertson Drag Confining Dust Particles in ?-Pic Disk.