On the extent of asymptotic stability for output variables by Liapunov's direct method

H.K Lauw

doi:10.1109/proc.1979.11547

On the extent of asymptotic stability for output variables by Liapunov's direct method

H.K Lauw

https://doi.org/10.1109/proc.1979.11547

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Journal: Proceedings of the IRE	Publication Date: Jan 1, 1979
Citations: 1

Affiliation: Oregon State University, Delft University of Technology

#Liapunov's Direct Method #Direct Method + Show 6 more

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Abstract

For the determination of the extent of asymptotic stability by Liapunov's direct method, La Salle's theorem is extensively applied. This article presents required extensions to La Salle's result to determine regions of attraction for output variables of dynamic systems, even if the attracting set in the state space is unbounded.

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