2012
DOI: 10.1002/dac.2360
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Utility‐optimal cross‐layer resource allocation in distributed wireless cooperative networks

Abstract: SUMMARYIn this paper, we propose a distributed cross‐layer resource allocation algorithm for wireless cooperative networks based on a network utility maximization framework. The algorithm provides solutions to relay selections, flow pass probabilities, transmit rate, and power levels jointly with optimal congestion control and power control through balancing link and physical layers such that the network‐wide utility is optimized. Via dual decomposition and subgradient method, we solve the utility‐optimal reso… Show more

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Cited by 9 publications
(6 citation statements)
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“…That is to say, cooperative transmission with help of relay nodes needs pay cost by the source node. Different from utility function by the ratio of throughput to transmit power and by the effective transmission rate minus transmission power , we consider the transmission cost‐efficiency function as our design objective, which is defined as the ratio of effective throughput to transmission power cost of packet transmission, that is, the net number of information symbols, transmitted without error, per unit power cost that equals power multiplying power price. The aim is to determine the optimal transmission power and power price for the decoding relays by maximizing the cost‐efficiency function Us,r=ERfγrEs+normalπrErwhere U s , r is the cost‐efficiency function of the source ‘ s ’ with the help of the selected opportunistic relay ‘ r ’; R is the transmission rate and assumed a constant in this paper; E { Rf ( γ r )} is the expectation of Rf ( γ r ), and f ( γ r ) is the symbol success probability (SSP) for the received SNR γ r ; π r is the price per unit of power selling from relay ‘ r ’.…”
Section: Adaptive Pricing Schemementioning
confidence: 99%
See 1 more Smart Citation
“…That is to say, cooperative transmission with help of relay nodes needs pay cost by the source node. Different from utility function by the ratio of throughput to transmit power and by the effective transmission rate minus transmission power , we consider the transmission cost‐efficiency function as our design objective, which is defined as the ratio of effective throughput to transmission power cost of packet transmission, that is, the net number of information symbols, transmitted without error, per unit power cost that equals power multiplying power price. The aim is to determine the optimal transmission power and power price for the decoding relays by maximizing the cost‐efficiency function Us,r=ERfγrEs+normalπrErwhere U s , r is the cost‐efficiency function of the source ‘ s ’ with the help of the selected opportunistic relay ‘ r ’; R is the transmission rate and assumed a constant in this paper; E { Rf ( γ r )} is the expectation of Rf ( γ r ), and f ( γ r ) is the symbol success probability (SSP) for the received SNR γ r ; π r is the price per unit of power selling from relay ‘ r ’.…”
Section: Adaptive Pricing Schemementioning
confidence: 99%
“…That is to say, cooperative transmission with help of relay nodes needs pay cost by the source node. Different from utility function by the ratio of throughput to transmit power [12,13] and by the effective transmission rate minus transmission power [14][15][16][17][18][19], we consider the transmission cost-efficiency function as our design objective, which is defined as the ratio of effective throughput to transmission power cost of packet transmission, that is, the net number of information symbols, transmitted without error, per unit power cost that equals power multiplying power price.…”
Section: Network Objectivesmentioning
confidence: 99%
“…The issue of resource allocation in non-cognitive cooperative systems was explored extensively in [6][7][8][9] and references therein. In [6], a distributed cross-layer resource allocation algorithm for wireless cooperative networks based on a network utility maximization framework was presented.…”
Section: Introductionmentioning
confidence: 99%
“…The issue of resource allocation in non‐cognitive cooperative systems was explored extensively in and references therein. In , a distributed cross‐layer resource allocation algorithm for wireless cooperative networks based on a network utility maximization framework was presented. The authors in proposed a joint precoding and power allocation strategy to maximize the sum rate of multiuser MIMO relay networks.…”
Section: Introductionmentioning
confidence: 99%
“…It is known that only a small amount of energy is consumed for data processing, while bulk of the energy is utilized for communication among sensor nodes (i.e., the power amplification for signals). In order to improve energy efficiency for node communication, distributed power control methods are recommended [4][5][6]. If the channel gains of WSNs can be estimated beforehand, we can conduct distributed power control method to adjust transmission power according to the channel state for energy saving.…”
Section: Introductionmentioning
confidence: 99%