Overview of nonlinear dynamics and chaos, R.H.G. Helleman; Hamiltonian dynamics; area preserving maps; integrability and tori. stability; KAM theory and chaos, J.D. Meiss; fractal structures in thermal turbulence, I. Procaccia; bifurcation theory; averaging Melnikov's method; fractals and strange attractors, K.J. Palmer; dynamical systems; hyperbolicity; KAM theory; maps of a circle and of an annulus, W.A. Coppel; dynamics of plasmas an other many-body systems - statistical equations; wave interactions and turbulence, C. Oberman; application of nonlinear maps to r.f. discharges for plasma processing, and to digital phase locked loops in comunications, A.J. Lichtenberg; nonlinear waves in fluids; integrability, solitons and chaos; triad, quartet and Faraday resonances, R.H.J. Grimshaw; university classes in the transition to chaos; chaos in economics, management and finance, C.J. Thompson; and others.
