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Spectrum-efficient stochastic channel assignment for opportunistic networks

机译:机会网络的频谱有效随机信道分配

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The uncertainty in channel quality due to fading and shadowing along with the unpredictability of primary user (PU) activity make channel assignment in opportunistic spectrum access (OSA) networks quite challenging. In this paper, we propose two per-link channel assignment models under channel uncertainty: a static single-stage and an adaptive two-stage. In the static model, channel assignment is performed once, such that the rate demands are met with a probability greater than a certain threshold. This model is appropriate for a distributed network with no centralized spectrum manager. The adaptive model is a two-stage assignment model, where the initial assignment may be corrected once the uncertainties are partially revealed, such that the excess spectrum is returned back to the spectrum manager. This adaptive model is more appropriate when a centralized spectrum manager is available. Our channel assignment algorithms account for adjacent channel interference (ACI) by introducing guard-bands between adjacent channels that are assigned to different links. These algorithms aim at maximizing the spectral efficiency, considering the impact of guard-bands. The static ACI-aware channel assignment problem is formulated as a chance-constrained stochastic subset-sum problem (CSSP), and the adaptive assignment problem is formulated as a two-stage chance-constrained stochastic subset-sum problem with recourse (CSSPR). We develop heuristic algorithms for both models and test their performance. Preliminary results demonstrate that the proposed heuristic algorithms are highly efficient.
机译:由于衰落和阴影造成的信道质量不确定性以及主要用户(PU)活动的不可预测性,使机会频谱接入(OSA)网络中的信道分配变得非常具有挑战性。在本文中,我们提出了在信道不确定性下的两种每链路信道分配模型:静态单阶段和自适应两阶段。在静态模型中,信道分配执行一次,从而以大于某个阈值的概率满足速率需求。该模型适用于没有集中式频谱管理器的分布式网络。自适应模型是一个两阶段分配模型,一旦不确定性被部分揭示,就可以校正初始分配,从而将多余的频谱返回给频谱管理器。当中央频谱管理器可用时,此自适应模型更合适。我们的信道分配算法通过在分配给不同链路的相邻信道之间引入保护带来解决相邻信道干扰(ACI)。考虑到保护频带的影响,这些算法旨在最大程度地提高频谱效率。将静态ACI感知信道分配问题表述为机会约束随机子集和问题(CSSP),将自适应分配问题表述为两阶段机会约束随机求和子集和问题(CSSPR)。我们为两种模型都开发了启发式算法,并测试了它们的性能。初步结果表明,所提出的启发式算法是高效的。

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