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Abstract
A structural approach is presented for the synthesis of self-synchronizing chaotic systems from an important class of systems studied in nonlinear control theory. A general system decomposition leads to the derivation of conditions for self-synchronization. Continuous-time self-synchronizing systems and dead-beat discrete-time self-synchronizing systems are considered in some detail. Simple examples illustrate the results.
Notes
†A shorter form of this paper was presented at the 1994 Workshop on the Nonlinear Dynamics of Electronic Systems (NDES'94) held at the University of Mining and Metallurgy. Krakow. Poland, on 29-30 July.
