Oscillatory Behavior in Linear Difference Equations under Unmodeled Dynamics and Parametrical Errors


This paper investigates the presence of oscillating solutions in time-varying difference equations even in the case when there exist parametrical errors (i.e., errors in the sequences defining their coefficients) and/or unmodeled dynamics, namely, the current order is unknown and greater than the nominal known order. The formulation is related to the… (More)


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