Control and Chaos
Kevin T. Judd, A.I. Mees, Kok Lay Teo, Thomas L. Vincent · Birkhäuser Boston eBooks · 1997
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.