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On the DoF of two-way 2×2×2 relay networks with or without relay caching

机译:在有或没有中继缓存的双向2×2×2中继网络的自由度上

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摘要

Two-way relay is potentially an effective approach to spectrum sharing and aggregation by allowing simultaneous bidirectional transmissions between source-destinations pairs. In this study, the two-way 2 × 2 × 2 relay network, a class of four-unicast networks, where there are four source/destination nodes and two relay nodes, with each source sending a message to its destination, is studied. They show that without relay caching the total degrees of freedom (DoF) is bounded from above by 8/3, indicating that bidirectional links do not double the DoF (it is known that the total DoF of one-way 2 × 2 × 2 relay network is 2). Further, they show that the DoF of 8/3 is achievable for the two-way 2 × 2 × 2 relay network with relay caching. Finally, even though the DoF of this network is no more than 8/3 for generic channel gains, DoF of 4 can be achieved for a symmetric configuration of channel gains.
机译:通过允许源-目的地对之间同时进行双向传输,双向中继可能是一种有效的频谱共享和聚合方法。在本研究中,研究了双向2×2×2中继网络(一类四单播网络),其中有四个源/目标节点和两个中继节点,每个源都向其目的地发送消息。他们表明,没有中继缓存,总自由度(DoF)从上方被8/3限制,这表明双向链接不会使DoF翻倍(已知单向2×2×2中继的总DoF网络是2)。此外,他们表明,具有中继缓存的双向2×2×2中继网络可以达到8/3的DoF。最后,即使对于通用信道增益,该网络的DoF不超过8/3,对于信道增益的对称配置,也可以实现DoF为4。

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