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Titlebook: Control and Chaos; Kevin Judd,Alistair Mees,Thomas L. Vincent Conference proceedings 1997 Birkhäuser Boston 1997 Nonlinear system.bifurcat

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978-1-4612-7540-4Birkhäuser Boston 1997
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Creating and Targeting Periodic Orbitswe develop algorithms that will target and stabilize such maps in the presence of a small amount of noise. In particular, we show how to create and stabilize new periodic orbits which are close to existing non-periodic trajectories.
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Hitting Times to a Target for the Baker’s Map not its location. An algorithm is then presented to compute average hitting times for ergodic processes..Finally hitting times for the Baker’s Map with a specified target are calculated with and without control. The average hitting time without control is 57. With a small control the average hitting time is 3.63.
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Mathematical Modelinghttp://image.papertrans.cn/c/image/237311.jpg
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Versorgungsmanagement im stationären Sektortrajectories or time series. Such reconstructions can produce other trajectories with similar dynamics, so giving a system on which one can conduct experiments, but can also be used to locate equilibria and determine their types, carry out bifurcation studies, estimate state manifolds and so on. In
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Schluss: Dystopie digitaler Schockstarre, be constructed from time-series data and a controller attached to the model. Recent research has shown that the minimum description length principle provides a good model without over-fitting. An algorithm for constructing minimum description length radial basis models and an example illustrating t
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