Part 1: strange attractors, D.Ruelle; universal behaviour in nonlinear systems, M.J.Feignbaum; simple mathematical models with very complicated dynamics, R.M.May; roads to turbulence in dissapative dynamical systems, J.P.Eckmann. Part 2 Experiments: a Rayleigh Benard experiment - helium in a small box, A.Libchaber and J.Mauer; period doubling cascade in mercury, a quantitative measurement, A.Libchaber et al; onset of turbulence in a rotating fluid, J.P.Gollub and H.L.Swinney; transition to chaotic behaviour via a reproducible sequence of period-doubling bifurcations, M.Giglio et al; intermittency in Rayleigh-Bernard convection, P.Berge et al; representation of a strange attractor from an experimental study of chemical turbulence, J.C.Roux et al; chaos in the Belousov-Zhabotinskii reaction, J.L.Hudson and J.C.Mankin; one-dimensional dynamics in a multicomponent chemical reaction, R.H.Simoyi et al; experimental evidence of subharmonic bifurcations, multistability, and turbulence in a Q-switched gas laser, F.T.Arrechi et al; evidence for universal chaotic behaviour of a driven nonlinear oscillator, J.Testa et al; phase locking, period boubling bifurcations, and irregular dynamics in periodically stimulated cardiac cells, M.R.Guevara et al. Part 3 Theory: on finite limits sets for transformations on the unit interval, M.Metropolis et al; the universal metric properties of nonlinear transformations, M.J.Feigenbaum; a computer-assisted proof of the Feigenbaum conjectures, O.E.Lanford; the transition to aperiodic behaviour in turbulent systems, M.J.Feigenbaum; universality and the power spectrum at the onset of chaos, M.Nauenberg and J.Rudnick. Part 4 Noise: invariant distributions and stationary correlation functions of one dimensional discrete processes, S.Grossmann and S.Thomae; noise periodicity and reverse bifurcation, E.N.Lorenz; scaling behaviour of chaotic flows, B.A.Huberman and J.Rudnick; universal and power spectra for the reverse bifurcation sequence, A.Wolf and J.Swift; power spectra of strange attractors, B.A.Huberman and A.B.Zisook; spectral broadening of period-doubling bifurcation sequences, J.D.Farmer; fluctuations and the onset of chaos, J.P.Crutchfield and B.A.Huberman; scaling theory for noisy period-doubling transitions to chaos, B.Shraiman et al; scaling for external noise at the onset of chaos. Part 5 Intermittency. Part 6 Period-doubling in higher dimensions. Part 7 Beyond the one-dimensional theory. Part 8 Recent developments. (Part contents)
