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Abstract: We study a class of noncooperative networks where N users have to send traffic to a destination node over two links with given capacities in such a way that a Nash equilibrium is achieved. Under a linear cost structure for the individual users, we obtain several dynamic policy adjustment schemes for the on-line computation of the Nash equilibrium, and study their global or local convergence properties. These policy adjustment schemes require minimum information on the part of each user... (Update)
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BibTeX entry: (Update)
E. Altman, T. Basar, T. Jimenez and N. Shimkin, "Routing into two parallel links: game-theoretic distributed algorithms", to appear in the Special Issue of Journal of Parallel and Distributed Computing on "Routing in Computer and Communication Networks", 2001. 15 http://citeseer.ist.psu.edu/altman01routing.html More
@article{ altman01routing,
author = "Eitan Altman and Tamer Basar and Tania Jim{\'e}nez and Nahum Shimkin",
title = "Routing into Two Parallel Links: Game-Theoretic Distributed Algorithms",
journal = "Journal of Parallel and Distributed Computing",
volume = "61",
number = "9",
pages = "1367--1381",
year = "2001",
url = "citeseer.ist.psu.edu/altman01routing.html" }
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