Convergence of proportional-fair sharing algorithms under general conditions
By Harold J. Kushner, P. Whiting. IEEE Transactions on Wireless Communications, 2004
477 citations recorded by the source corpus.
Subfields: Computer Networks and Communications, Electrical and Electronic Engineering
View Paper: https://www.semanticscholar.org/paper/f750a0ccbd41e77daf4d96597bd7147e049773f3
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In Computer Networks and Communications
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In Electrical and Electronic Engineering
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Citations in the corpus
- Cell Association and Interference Coordination in Heterogeneous LTE-A Cellular Networks (2010, background): “example, [6], [7]), while more practical techniques based on these insights have been studied in, for example [8], [9], [10].”
- Cell-Throughput Analysis of the Proportional Fair Scheduler in the Single-Cell Environment (2007, background): “Borst and Whiting [6] maximize cell throughput under the constraint that the normalized average throughput for each user is equal, where the normalization factor reflects the users’ required quality of service (QoS).”
- UCAN: a unified cellular and ad-hoc network architecture (2003, methodology): “The performance of such HDR scheduling algorithms, including proportional fairness scheduling algorithm, has been analyzed in terms of stability, mean throughput, mean number of active users and mean delay in [10, 9, 21 , 28].”
- Performance of digital subscriber line spectrum optimization algorithms (2008, unknown): “When the utility function is the logarithm of the rate, this method is referred to as the proportional fair algorithm [10].”
- Dynamic association for load balancing and interference avoidance in multi-cell networks (2007, methodology): “the optimal solution is a slight extension to [17], [18] and is omitted here.”