Finite-Time Stabilization of Nonlinear Impulsive Dynamical Systems
Finite-time stability involves dynamical systems whose trajectories converge to a Lyapunov stable equilibrium state in finite time. For continuous-time dynamical systems finite-time convergence implies nonuniqueness of system solutions in reverse time, and hence, such systems possess non-Lipschitzia...
|Journal Title:||Nonlinear Analysis: Hybrid Systems Vol. 2; no. 3; pp. 832 - 845|
|Authors:||W.M. Haddad, Sergey Nersesov|