We show how to use topological analysis to construct from experimental data a symbolic coding of a chaotic attractor. Time series data from a chaotic CO₂ laser with modulated losses operating within parameter regions corresponding to attractor crises have been analyzed. A procedure for determining a generating partition from the data is presented, and the connection between crises and a symbolic description of the dynamics is determined.
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Lefranc et al. (1994) studied this question.
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