The need for more realistic network models led to the development of the dynamic network
flow theory. In dynamic flow models it takes time for the flow to pass an arc, the flow can be …

Congestion in a queueing system can sometimes be controlled by restricting arrivals, either
by" closing a gate" or by charging an entrance fee or toll. We review both static (open-loop) …

For linear discrete-time dynamical systems, necessary and sufficient conditions are given for
a control sequence belonging to a polyhedral constraint set, to stabilize the system under …

An Algorithm to Find Maximal State Constraint Sets for Discrete-Time Linear Dynamical
Systems with Bounded Controls and S Page 1 IEEE TRANSACTIONS ON AUTOMATIC …

As a preliminary overview, this work provides first a broad tutorial on the fluidization of
discrete event dynamic models, an efficient technique for dealing with the classical state …

This paper studies the problem of output agreement in networks of nonlinear dynamical
systems under time-varying disturbances, using dynamic diffusive couplings. Necessary …

We study routing control in dynamic continuous-time networks in which each node is
described by a linear internally positive system. We derive a linear programming (LP) …

A transshipment problem with demands that exceed network capacity can be solved by
sending flow in several waves. How can this be done in the minimum number of waves …

New characterizations of optimal state‐dependent routing strategies are obtained for the
continuous traffic network model proposed by Segall for linear cost with unity weighting at …

In this paper the Linear Constrained Regulation Problem (LCRP) for continuous-time
dynamical systems is studied. The first part of the paper deals with the existence of linear …