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A Simple Necessary and Sufficient Condition for the Double Unicast Problem

机译:双单播问题的一个简单充要条件

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We consider a directed acyclic network where there are two source-terminal pairs and the terminals need to receive the symbols generated at the respective sources. Each source independently generates an i.i.d. random process over the same alphabet. Each edge in the network is error-free, delay-free, and can carry one symbol from the alphabet per use. We give a simple necessary and sufficient condition for being able to simultaneously satisfy the unicast requirements of the two source-terminal pairs at rate-pair (1,1) using vector network coding. The condition is also sufficient for doing this using only "XOR" network coding and is much simpler compared to the necessary and sufficient conditions known from previous work. Our condition also yields a simple characterization of the capacity region of a double-unicast network which does not support the rate-pair (1,1).
机译:我们考虑有向无环网络,其中有两个源-终端对,并且终端需要接收在各个源处生成的符号。每个来源独立地产生一个i.d.同一字母的随机过程。网络中的每个边缘均无错误,无延迟,并且每次使用时都可以携带一个字母中的符号。我们给出了一个简单的充要条件,能够使用矢量网络编码以速率对(1,1)同时满足两个源-终端对的单播要求。该条件也足以仅使用“ XOR”网络编码来执行此操作,并且与先前工作中已知的必要条件和充分条件相比要简单得多。我们的条件还可以简单地描述不支持速率对(1,1)的双单播网络的容量区域。

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