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FAAD2 – open-source decoder for Advanced Audio Coding. There is also FAAC, the same project's encoder, but it is proprietary (but still free of charge). libgsm – Lossy compression ; opencore-amr – Lossy compression (AMR and AMR-WB) liba52 – a free ATSC A/52 stream decoder (AC-3) libdca – a free DTS Coherent Acoustics decoder
This is quite significant because it proves the existence of (,)-list-decodable codes of good rate with a list-decoding radius much larger than . In other words, the Johnson bound rules out the possibility of having a large number of codewords in a Hamming ball of radius slightly greater than d 2 {\displaystyle {\tfrac {d}{2}}} which means that ...
In coding theory, list decoding is an alternative to unique decoding of error-correcting codes in the presence of many errors. If a code has relative distance δ {\displaystyle \delta } , then it is possible in principle to recover an encoded message when up to δ / 2 {\displaystyle \delta /2} fraction of the codeword symbols are corrupted.
Download QR code; Print/export ... foobar2000 Super Audio CD Decoder (based on MPEG-4 DST reference decoder) ... patent free [20] libspeex; FFmpeg (decoder only ...
The commonly used rule of thumb of a truncation depth of five times the memory (constraint length K-1) of a convolutional code is accurate only for rate 1/2 codes. For an arbitrary rate, an accurate rule of thumb is 2.5(K - 1)/(1−r) where r is the code rate. [1]
These codes can encode a message into a number of symbols such that knowledge of any fraction of them allows one to recover the original message (with high probability). Rateless codes produce an arbitrarily large number of symbols which can be broadcast until the receivers have enough symbols. High level view of the use of online codes
Reed–Muller codes are linear block codes that are locally testable, locally decodable, and list decodable. These properties make them particularly useful in the design of probabilistically checkable proofs .
The Reed–Solomon code is actually a family of codes, where every code is characterised by three parameters: an alphabet size , a block length, and a message length, with <. The set of alphabet symbols is interpreted as the finite field F {\displaystyle F} of order q {\displaystyle q} , and thus, q {\displaystyle q} must be a prime power .