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Abstract: In general, the set of users utilities is bounded because of the limitation of resources. There may exist many Pareto optimal points in the set of users utilities. For selecting a Pareto optimum point, a family of fairness criteria, that contains the max-min fairness and a parameterized family of fairness (by Mo and Walrand), has been proposed and examined in some concrete networking contexts that result in specific convex utility sets. We newly examine general compact (closed and bounded)... (Update)
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BibTeX entry: (Update)
@misc{ touati-fairness,
author = "Corinne Touati and Hisao Kameda and Atsushi Inoie",
title = "Fairness in Non-convex Systems",
url = "citeseer.ist.psu.edu/touati05fairness.html" }
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7 An algorithm for optimal static load balancing in distribute.. (context) - Kim, Kameda - 1990
5 On fairness in bandwidth allocation (context) - Touati, Altman et al. - 2001
3 Utility Based Fair Bandwidth Allocation - Touati, Altman et al. - 2002
1 Alternative characterizations of three bargaining solutions .. (context) - Xu, Yoshihara - 2005
1 An Extension of the Nash Bargaining Solution to Nonconvex Pr.. (context) - Conley, Wilkie - 1996
1 On Fairness in Distributed Job Scheduling Across Multiple Si.. (context) - Sabin, Sahasrabudhe et al. - 2004
1 Mathematical Analysis (context) - Zakon - 2004
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