Jose M. Vegas
Abstract:
Some examples are studied in which a linear controllable dynamical system can
be steered towards a specific steady state by using some appropriate linear,
time-varying delayed feedback controller. The associated linear retarded
differential equation has a finite-dimensional invariant subspace which
attracts all orbits in finite time, and this degeneracy property is the reason
why the target is attained in finite time rather than just asymptotically.
Published November 20, 2015.
Math Subject Classifications: 35R10, 35R35.
Key Words: Feedback delay control; stabilization; Pyragas control.
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José M. Vegas Colegio Universitario de Estudios Financieros 28040 Madrid, Spain email: jm.vegas@cunef.edu |
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