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On Capacity of Deterministic Wireless Networks under Node Half-duplexity Constraint

机译:节点半双工约束下确定性无线网络的容量研究

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In this paper we study the maximum throughput of a single multicast session in wireless networks under a practical constraint that the nodes are half-duplex, i.e. they cannot transmit and receive at the same time. We adapt "deterministic channel model" proposed recently in [1] for modeling wireless channel interference. The problem of finding the throughput capacity of a single multicast session has been studied analytically based on this channel model in [2]-[4]; a cutset bound found and its achievability is proven under the assumption that the wireless nodes are full-duplex. Here, we derive a new cutset bound on the maximum multicast throughput of half-duplex networks and propose a network coding scheme to achieve the cutset bound.
机译:在本文中,我们研究了在节点为半双工(即它们无法同时发送和接收)的实际约束下,无线网络中单个多播会话的最大吞吐量。我们采用[1]中最近提出的“确定性信道模型”来对无线信道干扰进行建模。在[2]-[4]中基于该信道模型对寻找单个组播会话的吞吐容量的问题进行了分析研究。在无线节点是全双工的假设下证明了割集边界及其可实现性。在这里,我们在半双工网络的最大组播吞吐量上导出了一个新的割集限制,并提出了一种网络编码方案来实现割集限制。

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