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El Control Robusto y el espacio de parámetros

El Control Robusto y el espacio de parámetros

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REFERENCIAS<br />

• Ackermann J., in co-operation with Barlett A., Kaesbauer B., Sien<strong>el</strong> W., Steinhauser R., “Robust<br />

<strong>Control</strong>. System with Uncertain Physical Parameters”, , Springer-Verlag, 1993.<br />

• Barmish B.R., “New tools for Robustness of Linear Systems”, , Macmillan Publishing Company.<br />

1993.<br />

• Ghosh B.K., “Some New Results on the Simultaneous Stabilizability of a Family of Single Input,<br />

Single Output Systems”, , Systems and <strong>Control</strong> Letters, vol. 6, pp. 39-45, 1985.<br />

• Chap<strong>el</strong>lat H., Bhattacharyya S.P., ”A A Generalization of Kharitonov’s s Theorem: Robust Stability<br />

of Interval Plants”, , IEEE Transations on Automatic <strong>Control</strong>, vol. AC-34, # 3, pp. 306-311, 1989.<br />

• Hollot C.V., Yang F., ” Robust Stabilization of Interval Plants using Lead or Lag Compensators”,<br />

Systems and <strong>Control</strong> Letters, 14, pp. 9-12, 1990; Proc. of IEEE Conference on Decision and<br />

<strong>Control</strong>, Diciembre 1989, Tampa, Fl, 1990.<br />

• Barmish B.R., Hollot C.V., Kraus J.F., Tempo R., “Extreme Point Results for Robust<br />

Stabilization of Interval Plants with First Or<strong>de</strong>r Compensators”, , IEEE Transactions on<br />

Automatic <strong>Control</strong>, vol. AC 37, pp.707-714.<br />

• Djaferis T.E., “To Stabilize an Interval Plant Family it Suffices to Simultaneously Stabilize Sixty-<br />

four Polynomials”, , IEEE Transactions on Automatic <strong>Control</strong>, vol. 38, # 5, pp. 760-764, 1993.

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