Construct · 1 fields · 1 citations
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In coding theory, a fountain code is a rateless erasure code that can generate a limitless stream of encoded packets from a source message, such that a receiver can reconstruct the whole message once it has collected any sufficiently large subset of them; like filling a cup from a fountain, it does not matter which drops you catch. Luby's 2002 LT codes gave the first practical, efficient fountain code. The referent is a class of channel codes for erasure channels, defined by reception overhead and decoding cost, sharing only the word with a press's ink fountain.[1]
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