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New improvement results of synchronizing IFS using almost sure stability

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2 Author(s)
S. Ben Abdelbari ; Tunis El Manar University, National Engineering School of Tunis, Signals and Systems Lab, BP 37, Le Belvedere 1002 Tunis, Tunisia ; J. Ezzine

The problem of synchronizing chaotic iterated functions system is addressed in this paper. First, a new representation of the observation error system is provided using time scaling approach. Then, based on almost sure stability, a new structure of the observer gains is stated in order to take into account the stochastic jump sequence between one system form to another. The associated design method is established in term of optimization problem under linear matrix inequalities constraints. By computing the top Lyapunov exponent, we show through examples that the proposed approach improve noticeably some existing results.

Published in:

Computational Intelligence and Intelligent Informatics (ISCIII), 2011 5th International Symposium on

Date of Conference:

15-17 Sept. 2011