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Title Normal forms and homoclinic chaos / William F. Langford, Wayne Nagata, editors.

Published Providence, R.I. : American Mathematical Society, [1995]


Location Call No. Status
Physical description xiii, 294 pages : illustrations ; 27 cm.
Series Fields Institute communications ; v. 4.
Fields Institute communications ; v. 4.
Bibliography Includes bibliographical references.
Contents The Hamiltonian Double-Zero Eigenvalue / H. W. Broer, S.-N. Chow, Y.-I. Kim and G. Vegter -- Geometric analysis of the effect of symmetry breaking perturbations on an O(2) invariant homoclinic cycle / Pascal Chossat and Mike Field -- Bifurcation in a Flow-Induced Vibration Model / Robert M. Corless -- Dynamics Near an Irrational Collision of Eigenvalues for Symplectic Mappings / T. J. Bridges, R. H. Cushman and R. S. MacKay -- The Constrained Liapunov-Schmidt Procedure and Periodic Orbits / Martin Golubitsky, Jerrold E. Marsden, Ian Stewart and Michael Dellnitz -- Whiskered tori and chaos in resonant Hamiltonian normal forms / G. Haller and S. Wiggins -- Normal Forms for Perturbations of the Euler Top / Heinz Hanssmann -- A Homoclinic Orbit of the Lorenz System by Precise Shooting / Brian Hassard and Jianhe Zhang -- Homoclinic Intermittency / Ale Jan Homburg -- A Codimension 2 Bifurcation for Reversible Vector Fields / Gerard Iooss.
Nonasymptotically Stable Attractors in O(2) Mode Interactions / Martin Krupa and Ian Melbourne -- Determining the Global Topology of Resonance Surfaces for Periodically Forced Oscillator Families / Richard P. McGehee and Bruce B. Peckham -- Normal Forms and Homoclinic Chaos: Application to Structural Systems / N. Sri Namachchivaya and Naresh Malhotra -- A General Reduction Method for Periodic Solutions Near Equilibria in Hamiltonian Systems / Andre Vanderbauwhede and Jan-Cees van der Meer.
Other author Langford, W. F. (William F.)
Nagata, Wayne.
Subject Differentiable dynamical systems -- Congresses.
Chaotic behavior in systems -- Congresses.
Normal forms (Mathematics) -- Congresses.
ISBN 0821803263