Consequences for practical aesthetics and for aesthetical theory of the insertion of principles from quantum theory in cellular automata

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Reference

Philp Van Loocke: Consequences for practical aesthetics and for aesthetical theory of the insertion of principles from quantum theory in cellular automata. In: Generative Art 1998.

DOI

Abstract

A cellular automaton that includes some principles from quantum theory is considered. The automaton generates forms of an aesthetic nature. At every time step, a form grows with a single cell. This cell is selected with a selection probability that is determined by an amplitude. If the algorithm is run with selection of the cell of maximal amplitude at every time step, a type of form results that is called ‘platonic’. Such forms typically have higher aesthetic complexity than their non- platonic counterparts. The case of selection probabilities determined by squares of amplitudes has a strong analogy with quantum theory. This analogy is elaborated by consideration of forms that have mutual correlations. These correlations can be of a classical nature, of a quantum mechanical type, or of a type that is termed ‘super- correlation’.

Extended Abstract

Bibtex

Used References

[1] Stapp, H (1993), Mind, matter and quantum mechanics, Berlin: Springer

[2] Penrose, R. (1994), Shadows of the mind, Oxford: Oxford University Press

[3] Deutsch, D. (1997), The fabric of reality, Princeton: Princeton University Press

[4] Van Loocke (1999a), Consciousness and teleology: a cellular automaton appraoch, Journal of Intelligent Systems (to appear)

[5] Van Loocke, Ph. (1998), Complex systems methods in cognitive systems and the representation of environmental information, in P. Van Loocke (ed.), The structure and representation of concepts (pp. 91-114), London: Routledge

[6] Van Loocke (1999b), Cellular automata and the representation of growth. A perspective from quantum theory, in D. Dubois (1999), Proceedings of the 2-nd international conference on anticipatory systems, Berlin: Springer Verlag (to appear)

[7] Bell, J. (1964), On the Einstein-Podoslky-Rosen paradox, Physics, 1, 195-200

[8] Peres, A. (1978), Unperformed experiments have no results, American Journal of Physics, 46, 754-747


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http://www.generativeart.com/on/cic/ga98/book/10.pdf

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