Lyapunov-based stability of dynamical systems : Linear Systems

Linear Systems
Lyapunov-based stability of dynamical systems

2. Linear Systems

In this section, we consider linear dynamical systems described by the following equation:

\dot{x} (t) = A x (t) .

^( 5 )

In the equation (5), $x \in ℝ^{n}$ is the state of the system and $A \in ℝ^{n \times n}$ ....

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Ongoing reading
Linear Systems

(1) - HAHN (W.) - Stability of motion. - T. 138. Springer (1967).
(2) - GOEBEL (R.), SANFELICE (R.-G.), TEEL (A.-R.) - Hybrid Dynamical Systems. Modeling, Stability and Robustness. - Princeton University, Press (2012).
(3)...

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