This paper tackles the eigenvalue allocation problem through an appropriate choice of the
edge weights for the class of combinatorially-symmetric Laplacian matrices of acyclic …

Input–output properties are studied for a linear network model with homogeneous single-
input single-output subsystems. Specifically, the finite-and infinite-zero structure of a channel …

In this paper, we bring forward a distributed algorithm for the assignment of a prescribed
Laplacian spectrum for path graphs by means of asymmetric weight assignment. We first …

Control-channel interactions in a linear diffusive network model are studied, with the aim of
highlighting the role of the network's topology in such interactions. Specifically, the influence …

The impacts of high and low gain controllers on remote channels in a linear diffusive
network model are studied, from a topological perspective. Specifically, we study how a high …

The design of local state-feedback control systems in dynamical networks to block
observability at remote nodes is studied, in the context of a canonical linear network …

Monitoring of a linear diffusive network dynamics that is subject to a stationary stochastic
input is considered, from a graph-theoretic perspective. Specifically, the performance of …

The design of feedback control systems to block observability in a network synchronization
model, ie to make the dynamics unobservable from measurements at a subset of the …

The design of local state-feedback control systems to prevent controllability at remote
network nodes is studied. An algorithm based on a joint eigenvalue-right eigenvector …

When confronted with a control problem, the input-output properties of the system to be
controlled play an important role in determining strategies that can or should be applied, as …