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arXiv 1907.03444cs.ITeess.SPmath.IT
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一种主-次用户协作的认知网络容量及算法

Capacity and Algorithms for a Cognitive Network with Primary-Secondary User Cooperation

Athanasios Papadopoulos, Nestor D. Chatzidiamantis, Leonidas Georgiadis

摘要:

在这项工作中,我们研究了认知无线电网络,其中次要用户可以作为中继的主要用户发送的消息,从而提供性能改善的主要传输,而在同一时间获得更多的传输机会,为自己的数据。特别是,假设广播数据包删除模型与反馈,我们调查的基本合作认知无线电网络,其中包括一个主要的和一个次要的发射机-接收机对的容量。主发射机是信道的所有者,因此,我们打算保持其操作简单,并避免增加其存储要求。具体地,主发射器不接收由辅发射器发送的数据,并且不执行任何编码操作。另一方面,次发射机可以偷听主传输,并且被允许执行任何编码操作。我们开发了一个外部约束的能力的基本合作认知无线电网络正在考虑中。然后,我们提出了一个适合这种类型的网络,它只涉及异或网络编码操作的编码调度算法。所提出的算法的调度决策的复杂性取决于信道的统计参数和三种情况下,取决于信道擦除概率之间的关系,区分。对于前两种情况,该算法的速率区域与开发的容量外界一致,因此该算法是容量实现的。对于第三种情况,所提出的算法的速率区域是不相同的外边界,但是,数值结果表明,它是相当接近的系统的统计参数的范围很广的导出的外边界。

英文摘要:

In this work, we examine cognitive radio networks, where secondary users may act as relays for messages sent by the primary user, hence offering performance improvement of primary transmissions, while at the same time obtaining more transmission opportunities for their own data. In particular, assuming the broadcast packet erasure model with feedback, we investigate the capacity of the fundamental cooperative cognitive radio network which consists of one primary and one secondary transmitter-receiver pairs. The primary transmitter is the owner of the channel and as such, we intend to keep its operations simple and to avoid increasing its storage requirements. Specifically, the primary transmitter does not receive data sent by the secondary transmitter and does not perform any coding operations. On the other hand, the secondary transmitter can overhear primary transmissions and is allowed to perform any coding operations. We develop an outer bound to the capacity of the fundamental cooperative cognitive radio network under consideration. Then, we propose a coding-scheduling algorithm suitable for this type of networks, which involves only XOR network coding operations. The complexity of the scheduling decisions of the proposed algorithm depends on the channel statistical parameters and three cases, depending on the relations between channel erasure probabilities, are distinguished. For the first two cases the rate region of the proposed algorithm coincides with the developed capacity outer bound, hence the algorithm is capacity achieving. For the third case, the rate region of the proposed algorithm is not identical to the outer bound; however, numerical results show that it is fairly close to the derived outer bound for a wide range of the statistical parameters of the system.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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