Recursive set-membership parameter estimation of fractional systems using orthotopic approach

What is it about?

In this paper, set-membership parameter estimation of linear fractional-order systems is addressed for the case of unknown-but-bounded equation error. In such bounded-error context with a priori known noise bounds, the main goal is to characterize the set of all feasible parameters. This characterization is performed using an orthotopic strategy adapted for fractional system parameter estimation. In the case of a fractional commensurate system, an iterative algorithm is proposed to deal with commensurate-order estimation

Featured Image

Why is it important?

This new orthotopic approach has been developed to improve the estimation algorithms of uncertain fractional systems for efficient applications in control and diagnosis

Perspectives