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Near-Optimal and Practical Jamming-Resistant Energy-Efficient Cognitive Radio Communications

机译:接近最佳和实用的抗干扰节能型认知无线电通信

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This paper studies the problem of jamming-resistant spectrum aggregation and access (SAA) for energy-efficiency (EE) cognitive radio communications. We consider various jamming behaviors, where jammers may attack all available channels with arbitrarily changing strategies over time, attack a subset of the channels at certain time slots, or have different intelligence, i.e., oblivious or adaptive adversary, and so on. Without any priori knowledge about the channels and jammers, it is very challenging to design an efficient and practical jamming-resistant SAA algorithm to reach the optimal EE goal. In this paper, we utilize the advanced martingale concentration inequalities in an multi-armed bandits-based online learning framework to facilitate the optimal detection of various jamming behaviors. We first define a novel EE model for discontiguous orthogonal frequency division multiplexing to facilitate scalable SAA over distributed spectrum pools in practice. Then, the jamming-resistant dynamic channel access problem is formulated as a regret minimization problem. Meanwhile, an online stochastic gradient descent with bandit feedback procedure is adopted to allocate the transmit power. The proposed algorithm can autonomously detect the environmental features and find a near-optimal solution in each attacking scenario. Our algorithm is implemented with low complexity and with multiple users under some practical jamming scenarios. Extensive numerical studies show that under some practical jamming scenarios, our algorithm has an EE improvement of 45.3% over a fixed learning period, and an improvement of 82.5% in terms of learning duration compared with existing approaches.
机译:本文研究了能效(EE)认知无线电通信中的抗干扰频谱聚合和接入(SAA)问题。我们考虑各种干扰行为,其中干扰可能会随着时间的推移以任意更改的策略攻击所有可用的频道,在特定时隙攻击某个频道的子集或具有不同的情报,即遗忘或自适应的对手等等。在没有有关通道和干扰的任何先验知识的情况下,设计一种高效且实用的抗干扰SAA算法以实现最佳EE目标是非常具有挑战性的。在本文中,我们在基于多臂匪徒的在线学习框架中利用高级mar浓度不等式,以促进各种干扰行为的最佳检测。我们首先为不连续的正交频分复用定义一个新颖的EE模型,以在实践中促进分布式频谱池上的可扩展SAA。然后,将抗干扰的动态信道访问问题表述为后悔最小化问题。同时,采用带反馈的在线随机梯度下降法分配发射功率。所提出的算法可以自主检测环境特征,并在每种攻击场景中找到接近最优的解决方案。在某些实际的干扰情况下,我们的算法以较低的复杂度实现,并且有多个用户。大量的数值研究表明,在某些实际的干扰情况下,我们的算法在固定学习期间的EE改善了45.3%,与现有方法相比,在学习持续时间方面改善了82.5%。

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