This paper presents new criteria for the rational stability of dynamical systems. We introduce
basic and useful results on how to construct control laws to assure rational stability. Both …

Andrea Baccotti was full professor of Mathematical Analysis at the Politecnico di Torino, and
he was still fully active in research and scientific dissemination. His last book [5] was …

In this paper, the problem of rational stabilizability of nonlinear control system by optimal
feedback laws is considered. By using Hamilton-Jacobi-Belleman approach, some sufficient …

Control actions, and among others control Lyapunov functions based approaches, for
improving the dynamic behaviour of electrical power systems are traditionally derived using …

In this article we are interested in polynomial stability for dynamical systems. Sufficient
Lyapunov condition is given and the example of double integrator on R n is solved by using …