Part 1 Understanding complex dynamics: Triangulating noisy dynamical systems, Stuart Allie et al; Attractor reconstruction and control using interspike intervals, Tim Sauer; Modelling chaos from experimental data, Kevin Judd, Alistair Mees; Chaos in sympletic discretizations of the pendulum and Sine-Gordon equations, B.M. Herbst, C.M. Schober; Collapsing effects in computation of dynamical systems, Phil Diamond et al; Bifurcations in the Falkner-Skan equation, Colin Sparrow; Some characterisation of low-dimensional dynamical systems with time-reversal symmetry, John A.G. Roberts. Part 2 Controlling complex systems: Control of chaos by means of embedded unstable periodic orbits, Edward Ott, Brian R. Hunt; Notch filter feedback control for k-period motion in a chaotic system, walter J. Grantham, Amit M. Athalye; Targeting and control of chaos, Eric J. Kostelich, Ernest Barreto; Adaptive nonlinear control - a Lyapunov approach, Petar V. Kokotovic, Miroslav Krstic; Creating and targeting periodic orbits, Kathryn Glass et al; Dynamical systems, optimization, and chaos, John B. Moore; Combined controls for noisy chaotic systems, Mirko Paskota et al; Complex dynamics in adaptive systems, Iven M.Y. Marcels; Hitting times to a target for the Baker's map, Arthur Mazer. Part 3 Applications: Controllable targets near a chaotic attractor, Thomas L. Vincent; The dynamics of evolutionary stable strategies, Yosef Cohen, Thomas L. Vincent; Nitrogen cycling and the control of chaos in a Boreal forest model, John Pastor, Yosef Cohen; Self-organization dynamics in chaotic neural networks, Masataka Watanabe et al.
