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Online Sequential Channel Accessing Control: A Double Exploration vs. Exploitation Problem

机译:在线顺序频道访问控制:双重探索与利用问题

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摘要

In opportunistic channel access, the user needs to make real time decisions on when and which channel to access with uncertainty. Assuming perfect channel statistics, several studies have applied optimal stopping theory to derive control strategy for sequential sensing/probing based opportunistically accessing (-SPA), exploiting temporary opportunities among multiple channels. Meanwhile, numerous multi-arm bandit (MAB)-based approaches have been proposed for online learning of channel selection in periodical sensing/accessing system, however, these schemes fail to exploit the opportunistic diversity in short term. In this paper, we investigate online learning of optimal control in -SPA systems, where both statistics learning and temporary opportunity utilization are jointly considered. An effective and efficient online policy, so called IE-OSP, is proposed, which theoretically guarantees system converges to the optimal -SPA strategy with bounded probability. Experimental results further show that, the regret of IE-OSP is almost in optimal logarithmic increasing rate over time, and is sub-linear with the increasing number of channels. Compared with existing solutions, our proposed algorithm achieves 25 ∼ 30% throughput gain in typical scenarios.
机译:在机会性频道访问中,用户需要实时确定何时何频道访问具有不确定性。假设信道统计完美,一些研究已应用最佳停止理论来推导基于顺序访问/探测的机会访问(-SPA)的控制策略,并利用了多个信道之间的暂时性机会。同时,已经提出了许多基于多臂强盗(MAB)的方法来在周期性传感/访问系统中在线学习频道选择,但是,这些方案在短期内无法利用机会分集。在本文中,我们研究了-SPA系统中最优控制的在线学习,在该学习中,统计学习和临时机会利用是同时考虑的。提出了一种有效,高效的在线策略,即IE-OSP,从理论上保证了系统以有限的概率收敛到最优的-SPA策略。实验结果进一步表明,IE-OSP的遗憾几乎在于随时间的最优对数增长率,并且与通道数的增加呈线性关系。与现有解决方案相比,我们提出的算法在典型情况下可实现25%到30%的吞吐量增长。

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