This papers presents a result on stabilization for a class of minimum phase, relative degree one hybrid systems. The work focuses on the situation where the derivative of the output is the sum of the input and a term that vanishes everywhere on the attractor of the zero dynamics except at finite number of (nonequilibrium) points.
A note on stabilization for a class of minimum phase hybrid systems
MARCONI, LORENZO
2010
Abstract
This papers presents a result on stabilization for a class of minimum phase, relative degree one hybrid systems. The work focuses on the situation where the derivative of the output is the sum of the input and a term that vanishes everywhere on the attractor of the zero dynamics except at finite number of (nonequilibrium) points.File in questo prodotto:
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