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#takens's_theorem

Takens's theorem

Conditions under which a chaotic system can be reconstructed by observation

In the study of dynamical systems, a delay embedding theorem gives the conditions under which a chaotic dynamical system can be reconstructed from a sequence of observations of the state of that system. The reconstruction preserves the properties of the dynamical system that do not change under smooth coordinate changes, but it does not preserve the geometric shape of structures in phase space.

Sat 17th

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Takens's theorem Floris Takens Whitney embedding theorem List of theorems Taken Complexity Fermat's Last Theorem Bayes' theorem Binomial theorem Central limit theorem
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