Chaotic worlds : from order to disorder in gravitational N-body dynamical systems
著者
書誌事項
Chaotic worlds : from order to disorder in gravitational N-body dynamical systems
(NATO science series, Sub-series 2 . Mathematics,
Springer, c2006
- : pbk
- : hbk
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注記
Proceedings of the NATO Advanced Study Institute on Chaotic worlds : from order to disorder in gravitational N-body dynamical systems, held in Cortina, Italy, 8-20 September 2003
Includes bibliographical references and index
内容説明・目次
内容説明
Based on the recent NATO Advanced Study Institute "Chaotic Worlds: From Order to Disorder in Gravitational N-Body Dynamical Systems", this state of the art textbook, written by internationally renowned experts, provides an invaluable reference volume for all students and researchers in gravitational n-body systems. The contributions are especially designed to give a systematic development from the fundamental mathematics which underpin modern studies of ordered and chaotic behaviour in n-body dynamics to their application to real motion in planetary systems. This volume presents an up-to-date synoptic view of the subject.
目次
- Preface.- Lecturers.- Part I Tools of Order.- Canonical perturbation theory for nearly integrable systems
- A. Giorgilli, U. Locatelli.- Periodic orbits in gravitational systems
- J.D. Hadjedemetriou.- Periodic solutions in gravitational problems and the structure of solution space
- P.J. Message.- General properties of three-body systems with Hill-type stability
- C. Marchal.- Part II Tools for investigation of chaos and its sources.- The fine structure of Hamiltonian systems revealed using The Fast Lyapunov Indicator
- C. Froeschle, E. Lega.- Fourier analysis of chaotic motions and applications to celestial mechanics
- M. Guzzo.- Part III Sources of chaos.- Basics of regularization theory
- A. Celletti.- Order and chaos in satellite encounters
- J. Waldvogel.- Part IV Applications.- Regular motions in extra-solar planetary systems
- S. Ferraz-Mello et al.- Tides on Europe
- R. Greenberg.- Numerical evaluation of love's solution for tidal amplitude
- T.A. Hurford et al.- On the general solutions of Hilbert-Einstein field equations in vacuum
- C. Marchal.- Participants.-
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