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Asymptotic Scheduling Gains in Point-to-Multipoint Cognitive Networks

机译:点对多点认知网络中的渐近调度增益

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We study simultaneous channel sharing of collocated primary and secondary networks at three different levels of coexistence: pure interference, asymmetric, and symmetric. At the pure interference level, both networks operate simultaneously in the same frequency band regardless of their interference to each other. At the asymmetric level, only the secondary network performs user scheduling based on various degrees of interference and channel gain knowledge while at the symmetric level both networks do so. Using a lemma on the asymptotic behavior of the largest order statistic and a proposition on the asymptotic sum of lower order statistics, we derive asymptotic primary and secondary sum-rates under simultaneous channel sharing at each coexistence level. As a baseline comparison, time-division (TD) channel sharing is considered. While maintaining the same asymptotic primary sum-rate, the asymptotic secondary sum-rate under TD is compared with that achievable by simultaneous channel sharing. The results indicate that simultaneous channel sharing at both asymmetric and symmetric co-existence levels can outperform TD. Furthermore, this enhancement is achievable asymptotically when user scheduling in uplink mode is based only on the interference gains to the opposite network and not on a network's own channel gains.
机译:我们在三种不同的共存水平下研究并置的主网络和次网络的同时信道共享:纯干扰,非对称和对称。在纯干扰级别,两个网络都在相同的频带中同时运行,而不管它们彼此之间的干扰如何。在非对称级别,只有辅助网络基于各种程度的干扰和信道增益知识执行用户调度,而在对称级别,两个网络都这样做。使用关于最大阶统计量的渐近行为的引理和关于低阶统计量的渐近和的命题,我们得出在每个共存级别同时进行信道共享时的渐近主要和次要求和率。作为基线比较,考虑了时分(TD)信道共享。在保持相同的渐近一次求和率的同时,将TD下的渐近二次求和率与同时信道共享可达到的渐进二次求和率进行比较。结果表明,在非对称和对称共存级别上的同时信道共享可以胜过TD。此外,当上行链路模式下的用户调度仅基于对对方网络的干扰增益而不是网络自身的信道增益时,可以渐近实现此增强功能。

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