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Line 28: ==Research== Recent research has shown how chaotic computers can be recruited in Fault Tolerant applications, by introduction of dynamic based fault detection methods.<ref>"Fault tolerance and detection in chaotic Computers," M.R. Jahed-Motlagh, B. Kia, W.L. Ditto and S. Sinha, International Journal of Bifurcation and Chaos 17, 1955-1968(2007)</ref> Also it has been demonstrated that multidimensional dynamical states available in a single ChaoGate can be exploited to implement parallel chaos computing,<ref name="Chua 2005">"Chaos-based computation via Chua's circuit: parallel computing with application to the SR flip-flop," D. Cafagna, G. Grassi, International Symposium on Signals, Circuits and Systems, ISSCS 2005, Volume: 2, 749-752 (2005)</ref><ref> "Parallel computing with extended dynamical systems," S. Sinha, T. Munakata and W.L. Ditto Physical Review E, 65 036214 [1-7](2002)</ref> and as an example, this parallel architecture can lead to constructing an [[SR flip-flop circuit\|SR like memory element]] through one ChaoGate.<ref name="Chua 2005" /> As another example, it has been proved that any logic function can be constructed directly from just one ChaoGate.<ref>"Reconfigurable logic blocks Based on a chaotic Chua circuit," H. R. Pourshaghaghi, B. Kia, W. Ditto and M. R. Jahed-Motlagh, to be published in CHAOS, SOLITONS & FRACTALS</ref> == See also ==

Chaos computing: Difference between revisions