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1	Numerical analysis of random dynamical systems in the context of ship stability Julitz, David 26 August 2004 (has links) (PDF) We introduce numerical methods for the analysis of random dynamical systems. The subdivision and the continuation algorithm are powerful tools which will be demonstrated for a system from ship dynamics. With our software package we are able to show that the well known safe basin is a moving fractal set. We will also give a numerical approximation of the attracting invariant set (which contains a local attractor) and its evolution. bifurcations capsizing random attractors random dynamical system random unstable manifold ddc:510
2	Numerical analysis of random dynamical systems in the context of ship stability Julitz, David 26 August 2004 (has links) We introduce numerical methods for the analysis of random dynamical systems. The subdivision and the continuation algorithm are powerful tools which will be demonstrated for a system from ship dynamics. With our software package we are able to show that the well known safe basin is a moving fractal set. We will also give a numerical approximation of the attracting invariant set (which contains a local attractor) and its evolution. info:eu-repo/classification/ddc/510 ddc:510 bifurcations capsizing random attractors random dynamical system random unstable manifold