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Optimal Channel Probing and Transmission Scheduling for Opportunistic Spectrum Access

机译:机会频谱接入的最佳信道探测和传输调度

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In this study, we consider optimal opportunistic spectrum access (OSA) policies for a transmitter in a multichannel wireless system, where a channel can be in one of multiple states. In such systems, the transmitter typically does not have complete information on the channel states, but can learn by probing individual channels at the expense of certain resources, e.g., energy and time. The main goal is to derive optimal strategies for determining which channels to probe, in what sequence, and which channel to use for transmission. We consider two problems within this context and show that they are equivalent to different data maximization and throughput maximization problems. For both problems, we derive key structural properties of the corresponding optimal strategy. In particular, we show that it has a threshold structure and can be described by an index policy. We further show that the optimal strategy for the first problem can only take one of three structural forms. Using these results, we first present a dynamic program that computes the optimal strategy within a finite number of steps, even when the state space is uncountably infinite. We then present and examine a more efficient, but suboptimal, two-step look-ahead strategy for each problem. These strategies are shown to be optimal for a number of cases of practical interest. We examine their performance via numerical studies.
机译:在这项研究中,我们考虑了多信道无线系统中发射机的最佳机会频谱访问(OSA)策略,其中一个信道可能处于多种状态之一。在这样的系统中,发射机通常不具有关于信道状态的完整信息,但是可以通过探测各个信道来学习,但是以某些资源为代价,例如能量和时间。主要目标是获得最佳策略,以确定要探查的信道,按什么顺序以及要用于传输的信道。我们在这种情况下考虑了两个问题,并表明它们等效于不同的数据最大化和吞吐量最大化问题。对于这两个问题,我们得出相应最佳策略的关键结构特性。特别是,我们表明它具有阈值结构,可以用索引策略来描述。我们进一步表明,第一个问题的最佳策略只能采用以下三种结构形式之一。利用这些结果,我们首先提供一个动态程序,即使状态空间是无穷无穷的,也可以在有限的步骤内计算出最佳策略。然后,我们针对每个问题提出并研究一种更有效但次优的两步前瞻策略。对于许多实际感兴趣的案例,这些策略被证明是最佳的。我们通过数值研究检查它们的性能。

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