DYNAMIC OBSERVATION OF NON-LINEAR BINARY DYNAMIC SYSTEM

Ushakov Anatoly Vladimirovich, Elena S. Yaitskaya

2010 , VOLUME 10, NUMBER 4 ( JULY-AUGUST )

ISSN 2226-1494 (print), ISSN 2500-0373 (online)

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Nikiforov
Vladimir O.
D.Sc., Prof.

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DYNAMIC OBSERVATION OF NON-LINEAR BINARY DYNAMIC SYSTEM

A. V. Ushakov, E. S. Yaitskaya

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Abstract

The dynamic observation concept transfer developed with reference to the discrete systems over infinite fields to

the systems over finite binary Galois fields. Authors have concentrated the attention to dynamic observing

realization over a condition of non–linear binary dynamic systems (BDS) taking into account decision practice of

this problem for linear BDS case. The task is dared in three stages: linearization of nonlinear BDS, formation of

dynamic observing process of linearized BDS and observing division over a condition of initial nonlinear BDS.

The example is supplied.

Keywords: binary dynamic system, linear, non-linear, linearization, dynamic observation, Sylvester matrix equation, convergence rate, nilpotency index

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