15 October 1993 Controlling chaotic systems by mutual redefinition of space and dynamics: an outlook of computational dynamics
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Abstract
A new method of extraction of unstable periodic orbits from chaotic dynamics is presented. This method is founded on a theorem of mutual redefinition between numbers (space) and processes (dynamics) to solve diagonalization problems. The computational relevance of the method is discussed in view of grating a characterization of chaotic dynamics in linear (not exponential) time. A possible informational use of this method is sketched.
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Gianfranco Basti, Paola Cocciolo, Antonio Luigi Perrone, "Controlling chaotic systems by mutual redefinition of space and dynamics: an outlook of computational dynamics", Proc. SPIE 1943, State-of-the-Art Mapping, (15 October 1993); doi: 10.1117/12.157148; https://doi.org/10.1117/12.157148
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