We study burst erasure correcting streaming codes for three-node relay networks, where there is a source-relay link and a relay-destination link.These codes guarantee that all message packets are recovered within a delay of τ time slots, given that a single burst erasure of length at most b packets occurs in both links.Leveraging previously known techniques in the streaming code literature, we first provide a simple upper bound on the rate of burst erasure correcting streaming codes for three-node relay networks.Our main result is a coding scheme that achieves rates arbitrarily close to the rate upper bound, as message size increases.
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Ramkumar et al. (2024) studied this question.
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