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Optimal Competitive Algorithms for Opportunistic Spectrum Access

机译:机会频谱接入的最佳竞争算法

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We consider opportunistic spectrum access (OSA) strategies for a transmitter in a multichannel wireless system, where a channel may or may not be available and the transmitter must sense/probe the channel to find out before transmission. Applications for this work include joint probing and transmission for a secondary user in a cognitive radio network. Limited by resources, e.g., energy and time, the transmitter must decide on a subset of a potentially very large number of channels to probe and can only use for transmission those that have been found to be available. In contrast to previous works, we do not assume the user has a priori knowledge regarding the statistics of channel states. The main goal of this work is to design robust strategies that decide, based only on knowledge of the channel bandwidths/data rates, which channels to probe. We derive optimal strategies that maximize the total expected bandwidth/data rate in the worst-case, via a performance measure in the form of a competitive regret (ratio) between the average performance of a strategy and a genie (or omniscient observer). This formulation can also be viewed as a two-player zero-sum game between the user and an adversary which chooses the channel state that minimizes the user驴s gain. We show that our results correspond to a Nash equilibrium (in the form of a mixed strategy) in this game. We examine the performance of the optimal strategies under a wide range of system parameters and practical channel models via numerical studies.
机译:我们考虑了多通道无线系统中的发射机的机会主义频谱访问(OSA)策略,其中频道可能或可能不可用,并且发射机必须感测/探测通道以在传输之前找出。本工作的应用包括认知无线电网络中的辅助用户的联合探测和传输。通过资源限制,例如,能量和时间,发射机必须决定潜在大量通道的子集对探测,并且只能用于传输已找到的传输。与以前的作品相比,我们不认为用户有关于频道状态统计数据的先验知识。这项工作的主要目的是设计仅基于对频道带宽/数据速率的知识来决定的强大策略,该频道探测器。我们通过竞争遗憾(比率)之间的性能措施来实现最佳策略,以最大化最坏情况的总预期带宽/数据速率在策略的平均性能和Genie(或无所不在观察者)之间的竞争遗憾(比率)。该配方也可以被视为用户和选择最小化用户增益的信道状态的对手之间的双运动员零和游戏。我们表明,我们的结果对应于该游戏中的纳什均衡(以混合策略的形式)。我们通过数值研究检查各种系统参数和实用信道模型下最佳策略的性能。

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