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Is Being Computational an Intrinsic Property of a Dynamical System?

In: Systemics of Emergence: Research and Development

Author

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  • Marco Giunti

    (Università di Cagliari)

Abstract

I consider whether or not a discrete dynamical system has two isomorphic representations, one recursive and the other non-recursive; if it does not, the system can be said to be an intrinsic computational system. I prove that intrinsic computational systems exist, as well as non-intrinsic ones, and I finally argue that some representation of a non-intrinsic computational system is not effective with respect to the state-space structure of the system.

Suggested Citation

  • Marco Giunti, 2006. "Is Being Computational an Intrinsic Property of a Dynamical System?," Springer Books, in: Gianfranco Minati & Eliano Pessa & Mario Abram (ed.), Systemics of Emergence: Research and Development, pages 683-694, Springer.
    • Handle: RePEc:spr:sprchp:978-0-387-28898-7_48
    DOI: 10.1007/0-387-28898-8_48
    as

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