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Multiuser cognitive access of continuous time Markov channels: Maximum throughput and effective bandwidth regions

机译:连续时间马尔可夫信道的多用户认知访问:最大吞吐量和有效带宽区域

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The problem of sharing multiple channels owned by primary users with multiple cognitive users is considered. Each primary user transmits on its dedicated channel, and its occupancy is modeled by a continuous time Markov process. Each cognitive user is capable of sensing one channel at a time and it transmits according to a slotted structure. The transmissions of cognitive users on each channel are subject to a prescribed collision constraint. Under tight collision constraints, the maximum throughput region is obtained by a policy referred to as Orthogonalized Periodic Sensing with Memoryless Access (OPS-MA). Characterizations of the maximum throughput region are also provided when the collision constraints are loose. It is shown that the OPS-MA policy achieves the maximum sum-rate under all collision constraints when the number of cognitive users equals to that of the primary users. Inner and outer bounds for the effective bandwidth region are formulated as a pair of convex optimizations. When there are only two channels, corner points (the single user scenario) of the optimal effective bandwidth region are also obtained.
机译:考虑了与多个认知用户共享主要用户拥有的多个渠道的问题。每个主要用户都在其专用信道上进行传输,并且其占用率是通过连续时间马尔可夫过程进行建模的。每个认知用户能够一次感知一个信道,并且根据时隙结构进行传输。每个通道上认知用户的传输都受到规定的冲突约束。在严格的冲突约束下,最大吞吐量区域是通过称为无内存访问的正交周期感知(OPS-MA)的策略获得的。当冲突约束宽松时,还将提供最大吞吐量区域的特征。结果表明,当认知用户数等于主要用户数时,OPS-MA策略在所有冲突约束下均达到最大求和率。有效带宽区域的内边界和外边界被公式化为一对凸优化。当只有两个信道时,还将获得最佳有效带宽区域的拐角点(单用户场景)。

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