在不匹配的源信道帧率下的流擦除码

Pratik Patil, Ahmed Badr, A. Khisti
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引用次数: 2

摘要

流式擦除码通过突发擦除信道将源流依次编码为信道数据包,并保证每个源帧在固定的解码延迟内恢复。我们研究了在连续的源帧之间需要传输M信道数据包的流码。这扩展了先前专门关注M = 1情况的工作。我们得到了相关流容量的一般上界,并表明可以使用分层码实现足够大的解码延迟。对于最小可能的解码延迟,我们还建立了流容量,并表明它可以使用重复码获得。
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Streaming erasure codes under mismatched source-channel frame rates
Streaming erasure codes sequentially encode a source stream into channel packets over a burst erasure channel and guarantee that each source frame is recovered within a fixed decoding delay. We study streaming codes when M channel packets need to be transmitted between successive source frames. This extends earlier works which exclusively focus on the case when M = 1. We obtain a general upper bound on the associated streaming capacity and show that it can be achieved for sufficiently large decoding delays using a layered code. For the minimum possible decoding delay we also establish the streaming capacity and show that it can be obtained using a repetition code.
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