These papers examine topics in nonlinear science, such as the status of KAM theory from a physicist's point of view, the numerical study of the approach to equilibrium in the Henon-Heiles model and chaotic dynamics in the Maxwell-Bloch equation.
2:1 resonance leads to chaos in standing radial cross-waves, J.M. Becker and J.W. Miles; the status of KAM theory from a physicist's point of view, J.M. Greene; numerical study of the approach to equilibrium in the Henon-Heiles model, B.I. Henry and J. Grindlay; Mel'nikov analysis and numerically induced chaos, B.M. Herbst and M.J. Ablowitz; chaotic dynamics in the Maxwell-Bloch equation, D.D. Holm; the Minkowski measure and multifractal anomalies in invariant measures of parabolic dynamic systems, B.B. Mandlebrot; periodic orbits and resonances for the many dimensional sawtooth mapping, J.D. Meiss; fractals and pattern formation in electrochemical deposition, J.R. Melrose; collapses and their role in turbulence theory, A.M. Rubenchik; chaos in the soft sciences, D. Ruelle; asymptotics beyond all orders - a survey, H. Segur; cellular automata, fractals and multifractals - space-time patterns and dimension spectra of linear cellular automata, S. Takahashi; greenhouse and chaos, W.C. Wentworth.
