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8

CDC
2009
IEEE

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On global Lyapunov characterization of multi-stable nonlinear systems

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On global Lyapunov characterization of multi-stable nonlinear systems

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—A new type of global stability is introduced and its equivalent Lyapunov characterization is presented. The problem of global stability of the compact set composed by all invariant solutions of a nonlinear system (several equilibriums, for instance) is analyzed. Consideration of such set allows us to present global stability properties for multi-stable systems.

Denis V. Efimov

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CDC 2009 | Control Systems | Equivalent Lyapunov Characterization | Global Stability | Global Stability Properties |

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Added	02 Sep 2010
Updated	02 Sep 2010
Type	Conference
Year	2009
Where	CDC
Authors	Denis V. Efimov

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