Control of Jump Stochastic Systems via Characterization of Their Recurrent Patterns 

O Title: Control of Jump Stochastic Systems via Characterization of Their Recurrent Patterns 

O Date: October 5 (Wednesday) 

O Start Time: 4:30PM

O Venue: E3-2, Room 2203 (제7강의실)

OAbstract:

In this talk, we consider the stability of nonlinear systems with Lévy noise and the control of discrete-time Markovian jump systems. First, we characterize incremental stability for nonlinear systems perturbed by compound Poisson shot noise and finite-measure Lévy noise. Second, for discrete-time Markovian jump systems, we design a controller framework which learns patterns in the jump process to reduce redundant controller synthesis. We demonstrate our approaches with applications such as fault-tolerant control of networks with time-varying topology. 

O Bio: