— The optimal power flow (OPF) problem minimizes the operating cost of an electric power system. Applications of convex relaxation techniques to the non-convex OPF problem have ...
— Recent results in the literature have shown that particular classes of positive systems are insensitive to timevarying delays, giving the impression that the delay-insensitivit...
— We consider the problem of solving a sequence of distributed optimization problems with time-varying parameters and communication constraints, i.e. only neighbour-toneighbour c...
This paper proposes a method for numerically decomposing symmetric linear systems. We define system symmetries as transformations of the inputs, outputs, and states that do not c...
Abstract— We study the SIRS (Susceptible-InfectedRecovered-Susceptible) spreading processes over complex networks, by considering its exact 3n -state Markov chain model. The Mark...
— Our prior work has studied the enforcement of opacity, a security property, using insertion functions that insert fictitious events at the output of the system, thereby preven...
We use symmetry to reduce the computational complexity of designing parameter-dependent controllers and Lyapunov functions. We propose three complementary methods for exploiting s...
Abstract— In this paper, we address the resilient state estimation problem for some relatively unexplored security issues for cyber-physical systems, namely switching attacks and...
— Controllability metrics based on the controllability Gramian have been widely used in linear control theory, and have recently seen renewed interests in the study of complex ne...