DocumentCode
539996
Title
Constrained resource allocation for OFDMA wireless mesh networks with limited feedback
Author
Brah, Felix ; Vandendorpe, Luc
Author_Institution
Louvain Sch. of Eng., Louvain-la-Neuve, Belgium
fYear
2010
fDate
16-18 June 2010
Firstpage
1
Lastpage
8
Abstract
Adaptive resource allocation has been shown to provide performance gain for OFDMA wireless mesh networks (WMNs) with full channel state information (CSI) at mesh router (MR) and mesh clients (MCs). However, full CSI at MR is rarely possible due to limited feedback resource and feedback delay. In this paper, we present more practical resource allocation strategies for OFDMA WMNs where the MR has only limited channel information in terms of average channel gain or channel distribution information (CDI). The merits of the well known Lagrange dual approach and the Lambert-W function are combined to find the optimal allocation. By using the Lambert-W function, the optimal resource allocation is expressed in closed form and can quickly be determined without resorting to complex algorithms since a number of popular mathematical softwares, including Matlabs, contain the Lambert-W function as an optimization component. Simulation results are provided to compare the performance of the proposed schemes with other allocation schemes.
Keywords
OFDM modulation; feedback; frequency division multiple access; optimisation; resource allocation; telecommunication network routing; wireless channels; wireless mesh networks; CSI; Lambert-W function; OFDMA; channel distribution information; channel state information; limited feedback; mesh clients; mesh router; optimization; resource allocation; wireless mesh networks; Equations; Frequency modulation; Optimization; Resource management; Simulation; Wireless communication; Wireless mesh networks; Lambert-W function; Wireless mesh networks; channel distribution information; constrained optimization;
fLanguage
English
Publisher
ieee
Conference_Titel
Future Network and Mobile Summit, 2010
Conference_Location
Florence
Print_ISBN
978-1-905824-16-8
Type
conf
Filename
5722468
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