Preface. Theoretical Dynamics. Scattering by Resonances; A. Neishtadt. Non-Integrability in Hamiltonian Mechanics; S. Ichtiaroglou. Regular and Irregular Periodic Orbits; G. Contopoulos, E. Grousouzakou. Universal Properties of Escape in Dynamical Systems; C. Siopis, et al. Numerical Methods of Analysis. Mapping and Dynamical Systems; M. Sidlichovský. A New Fast Fourier Method for Evaluating Fourier Spectra at Arbitrary Frequencies; K. Wodnar. Planets and Satellites. On the Use of Analytical Theories in the Calculation of Precession-Nutation; P. Bretagnon. Asteroids. The Nekhoroshev Theorem and the Asteroid Belt Dynamical System; A. Morbidelli, M. Guzzo. Frequency Modified Fourier Transform and its Application to Asteroids; M. Sidlichovský, D. Nesvorný. The Trojan Problem; B. Érdi. Dynamical Transport to Planet-Crossing Orbits; Ch. Froeschlé. Review of the Dynamics in the Kirkwood Gaps; M. Moons. Miscellaneous. Open Problems on the Eve of the Next Millennium; V. Szebehely. Limit of Comprehension, Reference Frames and General Relativity; H. Eichhorn. Theoretical Dynamics. Stable Chaos: A First Model; A. Lemaître. Transport in Perturbed Integrable Hamiltonian Systems and the Fractality of Phase Space; H. Varvoglis, et al. Equilibria Bifurcations of Satellite Orbits; V.W. Kudielka. Numerical Methods of Analysis. Fast Lyapunov Indicators. Comparison with Other Chaos Indicators. Application to Two and Four Dimensional Maps; E. Lega, C. Froeschlé. Asteroid Motion near the 2:1 Resonance: A Symplectic Mapping Approach; J. Hadjidemetriou, A. Lemaître. Symplectic Integrators for Hill's LunarProblem; J. Waldvogel. Rotation Number and Global Stability of Symplectic Integrator; Yi-Sui Sun, Ji-Lin Zhou. Planets and Satellites. On a Global Expansion of the Planar Disturbing Function; C. Beaugé. Links Between Time Scales Using Barycentric Relativistic Ephemerides; X. Moisson. Orbital Stability of Planetary Quasi-Satellites; S. Mikkola, K. Innanen. Alternative Derivations of Perturbations with Use of a Mixed Reference-Plane System: Application to the Motion of the Orbit Plane of Hyperion; P.J. Message. Astrodynamic Study of the Earth Rotation; C. Marchal. Asteroids. Orbital Evolution of Asteroids in the Hecuba Gap; S. Ferraz-Mello, T.A. Michtchenko. A Study of the Local Lyapunov Numbers for Orbits in the Outer Solar System; E. Lohinger. Miscellaneous. On the Influence of Supernova Shockfronts on the Stability of the Solar System; W. Schaffenberger, A. Hanslmeier. Henri Poincaré: A Decisive Contribution to Special Relativity; C. Marchal. Periodic Orbits in the Sitnikov Problem; J. Kallrath, et al.
Preface. Theoretical Dynamics. Scattering by Resonances; A. Neishtadt. Non-Integrability in Hamiltonian Mechanics; S. Ichtiaroglou. Regular and Irregular Periodic Orbits; G. Contopoulos, E. Grousouzakou. Universal Properties of Escape in Dynamical Systems; C. Siopis, et al. Numerical Methods of Analysis. Mapping and Dynamical Systems; M. Sidlichovský. A New Fast Fourier Method for Evaluating Fourier Spectra at Arbitrary Frequencies; K. Wodnar. Planets and Satellites. On the Use of Analytical Theories in the Calculation of Precession-Nutation; P. Bretagnon. Asteroids. The Nekhoroshev Theorem and the Asteroid Belt Dynamical System; A. Morbidelli, M. Guzzo. Frequency Modified Fourier Transform and its Application to Asteroids; M. Sidlichovský, D. Nesvorný. The Trojan Problem; B. Érdi. Dynamical Transport to Planet-Crossing Orbits; Ch. Froeschlé. Review of the Dynamics in the Kirkwood Gaps; M. Moons. Miscellaneous. Open Problems on the Eve of the Next Millennium; V. Szebehely. Limit of Comprehension, Reference Frames and General Relativity; H. Eichhorn. Theoretical Dynamics. Stable Chaos: A First Model; A. Lemaître. Transport in Perturbed Integrable Hamiltonian Systems and the Fractality of Phase Space; H. Varvoglis, et al. Equilibria Bifurcations of Satellite Orbits; V.W. Kudielka. Numerical Methods of Analysis. Fast Lyapunov Indicators. Comparison with Other Chaos Indicators. Application to Two and Four Dimensional Maps; E. Lega, C. Froeschlé. Asteroid Motion near the 2:1 Resonance: A Symplectic Mapping Approach; J. Hadjidemetriou, A. Lemaître. Symplectic Integrators for Hill's LunarProblem; J. Waldvogel. Rotation Number and Global Stability of Symplectic Integrator; Yi-Sui Sun, Ji-Lin Zhou. Planets and Satellites. On a Global Expansion of the Planar Disturbing Function; C. Beaugé. Links Between Time Scales Using Barycentric Relativistic Ephemerides; X. Moisson. Orbital Stability of Planetary Quasi-Satellites; S. Mikkola, K. Innanen. Alternative Derivations of Perturbations with Use of a Mixed Reference-Plane System: Application to the Motion of the Orbit Plane of Hyperion; P.J. Message. Astrodynamic Study of the Earth Rotation; C. Marchal. Asteroids. Orbital Evolution of Asteroids in the Hecuba Gap; S. Ferraz-Mello, T.A. Michtchenko. A Study of the Local Lyapunov Numbers for Orbits in the Outer Solar System; E. Lohinger. Miscellaneous. On the Influence of Supernova Shockfronts on the Stability of the Solar System; W. Schaffenberger, A. Hanslmeier. Henri Poincaré: A Decisive Contribution to Special Relativity; C. Marchal. Periodic Orbits in the Sitnikov Problem; J. Kallrath, et al.
Preface. Session on Planetary Theories. Session on the Sitnikov Problem. Session on Asteroids. Session on Resonance Problems. Session on General Dynamical Systems. Session on Chaos and Stability...
This is the first monograph dedicated entirely to problems of stability and chaotic behaviour in planetary systems and its subsystems. The author explores the three rapidly developing interplaying...
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