Junxia Chang, Hayriye Ayhan, et al.
CDC 2003
We consider a fluid model of n x n input-queued switches with associated fluid-flow costs and derive an optimal scheduling control policy to an infinite horizon discounted control problem with a general linear objective function of fluid cost. Our optimal policy coincides with the cμ-rule in certain parameter domains, but more generally, takes the form of the solution to a flow maximization problem. Computational experiments demonstrate the benefits of our optimal scheduling policy over variants of max-weight scheduling and the cμ-rule.
Junxia Chang, Hayriye Ayhan, et al.
CDC 2003
Jay Sethuraman, Mark S. Squillante
SIGMETRICS 1999
Yingdong Lu, Mark S. Squillante, et al.
IFIP WG 7.3 Performance 2015
Kyomin Jung, Yingdong Lu, et al.
Mathematics of Operations Research