Dynamics of Natural and Artificial Celestial Bodies

Abstract

A-n. SAAD and H. KINOSHITA I An Analytical Theory of Motion of Nereid 197-204 P. BIDART I MPP01, a New Solution for Moon's Planetary Perturbations. Comparison to Numerical Integration 205-210 Posters P. BARTCZAK and S. BREITER I The Improved Model of Potential for Irregular Bodies 211-212 A. A. VAKHIDOV I An Efficient Algorithm for Computation of Hansen Coefficients and Their Derivatives 213-214 J. KLACKA I On the Poynting-Robertson Effect and Analytical Solutions 215-217 V. V. PASHKEVICH I Development of the Numerical Theory of the Rigid Earth Rotation 219-221 V. A. AVDYUSHEVand T.V. BORDOVITSYNAI Algorithms ofthe Numerical Simulation of the Motion of Satellites 223-224 E. Y. TITARENKO, V. A. AVDYUSHEV and T. V. BORDOVITSYNA I Numerical Simulation of the Motion of Martian Satellites Resonances and Stability A. I. NEISHTADT, C. SIMO and V. V. SIDORENKO IStability ofLong-period 225-226 Planar Satellite Motions in a Circular Orbit 227-233 L. FLORIA I Solving a Gylden-Mescerskij System in Delaunay-Scheifele-Like Variables 235-240 L. E. BYKOVA and T. Y. GALUSHINA I Near-Earth Asteroids Close to Mean Motion Resonances: The Orbital Evolution 241-246 V. LANCHARES and T. L. MORATALLA I Lyapunov Stability for Lagrange Equilibria of Orbiting Dust 247-252 P. ROBUTEL and J. LASKAR I Global Dynamics in the Solar System 253-258 K. GOZDZIEWSKI I Lyapunov Stability of the Lagrangian Libration Points in the Unrestricted Problem of a Symmetrie Body and a Sphere in Resonance Cases 259-260 A. E. ROSAEV I On the Behaviour of Stationary Point in Quasi-central Configuration Dynamics 261-262 Z. SANDOR and M. H. MORAIS I A Mapping Model for the Coorbital Problem 263-264