Athuraliya, Sanjeewa and Low, Steven (1999) Optimization flow control with Newton-like algorithm. In: Global Telecommunications Conference, 1999. GLOBECOM '99. Rio de Janeireo. IEEE , Piscataway, NJ, pp. 1264-1268. ISBN 0-7803-5796-5 http://resolver.caltech.edu/CaltechAUTHORS:ATHglobecom99
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We proposed earlier an optimization approach to reactive flow control where the objective of the control is to maximize the aggregate utility of all sources over their transmission rates. The control mechanism is derived as a gradient projection algorithm to solve the dual problem. In this paper we extend the algorithm to a scaled gradient projection. The diagonal scaling matrix approximates the diagonal terms of the Hessian and can be computed at individual links using the same information required by the unscaled algorithm. We prove the convergence of the scaled algorithm and present simulation results that illustrate its superiority to the unscaled algorithm.
|Item Type:||Book Section|
|Additional Information:||© Copyright 1998 IEEE. Reprinted with permission. Meeting Date: 12/05/1999 - 12/09/1999. The first author [S.A.] acknowledges the Australian Commonwealth Government for their Australian Postgraduate Award, and the second author [S.L.] acknowledges the support of the Australian Research Council under grant S499705.|
|Subject Keywords:||Hessian matrices; Newton method; convergence of numerical methods; gradient methods; network topology; telecommunication congestion control; Hessian; Newton-like algorithm; control mechanism; diagonal scaling matrix; diagonal terms approximation; gradient projection algorithm; network topology; optimization flow control; reactive flow control; scaled algorithm convergence; scaled gradient projection; simulation results; telecommunication network; transmission rates; unsealed algorithm|
|Usage Policy:||No commercial reproduction, distribution, display or performance rights in this work are provided.|
|Deposited By:||Kristin Buxton|
|Deposited On:||22 Aug 2008 05:06|
|Last Modified:||26 Dec 2012 10:14|
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