MAP decoding method and device
A maximum a posteriori probability and decoding device technology, applied in the field of channel coding decoding, to achieve the effects of small storage space, high speed and miniaturization, and low computational complexity
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no. 1 example
[0079] First, we assume that β max (k)=max{β k (s), S}, that is, β max (k) is β k The largest one of (s), and the corresponding state at time k is S m , S m corresponding to u k The states at the previous moment of +1 and -1 are S respectively +m ' and S -m '. beta sub max (k)=max{β k (s) / β max (k), S}, that is, β sub max (k) is β k The second largest of (s) and the corresponding state at time k is S s , S s corresponding to u k The states at the previous moment of +1 and -1 are S respectively +s ' and S -s '.
[0080] L ( u k / Y ‾ N ) ≡ ln P ( u k = 1 / Y ...
no. 2 example
[0088] For the Log-MAP algorithm, only a slight modification is required:
[0089] L ( u k / Y ‾ N ) ≡ ln P ( u k = 1 / Y ‾ N ) P ( u k = - 1 / Y ‾ N ) ≈
[0090]...
no. 3 example
[0093] For the MAX-Log-MAP algorithm, only a slight modification is required:
[0094] L ( u k / Y ‾ N ) ≡ ln P ( u k = 1 / Y ‾ N ) P ( u k = - 1 / Y ‾ N ) ≈
[0...
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