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Optimal Streaming Erasure Codes over the Three-Node Relay Network

机译:三节点中继网络上的最佳流擦除码

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This paper investigates low-latency streaming codes for a three-node relay network. The source transmits a sequence of messages (streaming messages) to the destination through the relay between them, where the first-hop channel from the source to the relay and the second-hop channel from the relay to the destination are subject to packet erasures. Every source message must be recovered perfectly at the destination subject to a maximum decoding delay of T time slots, meaning that a message generated at a time slot must be recovered within the subsequent T time slots. In any sliding window of T +1 time slots, we assume no more than N1 and N2 erasures are introduced by the first-hop channel and second-hop channel respectively. Under this channel loss assumption, we fully characterize the maximum achievable rate in terms of T, N1 and N2.
机译:本文研究了三节点中继网络的低延迟流代码。源通过它们之间的中继将消息序列(流消息)发送到目的地,其中从源到中继的第一跳信道和从中继到目的地的第二跳信道要进行数据包擦除。每个源消息都必须在目标上完全恢复,并且要经过T个时隙的最大解码延迟,这意味着必须在随后的T个时隙内恢复在一个时隙生成的消息。在T +1个时隙的任何滑动窗口中,我们假定不超过N 1 和N 2 擦除分别由第一跳通道和第二跳通道引入。在此信道损耗假设下,我们根据T,N充分描述了最大可实现速率 1 和N 2

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