Photo by jontyson from unsplash
Noncooperative or selfish routing problems emerge in several applications of network control theory. Considering a multicommodity setting subject to time-varying traffic demands, this article studies the convergence properties of a… Click to show full abstract
Noncooperative or selfish routing problems emerge in several applications of network control theory. Considering a multicommodity setting subject to time-varying traffic demands, this article studies the convergence properties of a family of noncooperative routing control laws, originally developed in the literature for constant traffic demands. By employing results from hybrid systems theory and set stability, this article identifies the minimum time between bounded load variations to assure the convergence of the controlled system toward a set of approximated Wardrop equilibria. Numerical simulations validate the results on a test scenario.
Journal Title: IEEE Transactions on Automatic Control
Year Published: 2023
Link to full text (if available)
Share on Social Media: Sign Up to like & get
recommendations!