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A tutorial on cross-layer optimization in wireless networks
862
Citations
63
References
2006
Year
Imperfect SchedulingCross-layer OptimizationEngineeringDynamic Resource AllocationEdge ComputingComputer EngineeringMultihop Wireless NetworksResource Allocation ProblemsMobile ComputingHeterogeneous NetworkCross-layer DesignWireless SystemsWireless Cooperative Network
This tutorial reviews recent optimization‑based approaches for resource allocation in wireless systems. It explains how clean‑slate optimization yields a loosely coupled cross‑layer solution for multihop wireless networks, mapping algorithms to transport, network, and MAC/PHY layers while highlighting the need for simpler distributed scheduling at the MAC layer. The tutorial finds that optimal MAC‑layer scheduling is too complex, necessitating simpler distributed solutions, and identifies several open research problems.
This tutorial paper overviews recent developments in optimization-based approaches for resource allocation problems in wireless systems. We begin by overviewing important results in the area of opportunistic (channel-aware) scheduling for cellular (single-hop) networks, where easily implementable myopic policies are shown to optimize system performance. We then describe key lessons learned and the main obstacles in extending the work to general resource allocation problems for multihop wireless networks. Towards this end, we show that a clean-slate optimization-based approach to the multihop resource allocation problem naturally results in a "loosely coupled" cross-layer solution. That is, the algorithms obtained map to different layers [transport, network, and medium access control/physical (MAC/PHY)] of the protocol stack, and are coupled through a limited amount of information being passed back and forth. It turns out that the optimal scheduling component at the MAC layer is very complex, and thus needs simpler (potentially imperfect) distributed solutions. We demonstrate how to use imperfect scheduling in the cross-layer framework and describe recently developed distributed algorithms along these lines. We conclude by describing a set of open research problems.
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