Title: Hamiltonian mechanics : integrability and chaotic behavior
Abstract: Nonintegrability Criterion of Hamiltonian Systems Based on Ziglin's Theorem and Its Relation to the Singular Point Analysis H. Yoshida. Averaging under Fast Quasiperiodic Forcing C. Simo. Natural Boundaries of Normalizing Transformations L. Billi, et al. Singular Perturbation in Hamiltonian Mechanics A.D. Bruno. The Structure of Chaos G. Contopoulos. From Integrability to Chaos: Examples of Interrelations between Physics and Dynamics for Minor Bodies in the Solar System C. Froeschle, et al. Successive Elimination of Harmonics: A Way to Explore the Resonant Structure of a Hamiltonian System A. Morbidelli. Periodic Solutions of Nonlinear Schrodinger Equations and the Nash-Moser Method W. Craig, C.E. Wayne. On the Tendency toward Ergodicity with Increasing Number of Degrees of Freedom in Hamiltonian Systems L. Hurd, et al. Gibbsian Check of the Validity of Gibbsian Calculation through Dynamical Observables D.F. Escande, et al. Numerical Integration of Hamiltonian Systems in the Presence of Additional Integrals: Applications of the Observer Method A.J. Maciejewski, J.M. Strelcyn. Symmetries and Topology of Dynamical Systems with Two Degrees of Freedom V.V. Kozlov. 33 additional articles. Index.
Publication Year: 1994
Publication Date: 1994-01-01
Language: en
Type: book
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Cited By Count: 23
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