Decoding method of repeatedly-accumulated codes
A technology of repeated accumulation and decoding, applied in the field of decoding of repeated accumulation codes, can solve the problems of realizing complex, large hardware resources, complex logarithmic functions, hyperbolic tangent functions and their inverse functions, etc.
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[0044] First set forth the principle of the inventive method:
[0045] The RA code can be represented by a Tanner diagram, such as figure 1 shown. BP algorithm is the decoding algorithm with the best performance of RA code, and its flow chart is as follows: figure 2 shown. In the BP decoding algorithm, the logarithmic function is used for initialization, and the hyperbolic tangent function is used for the information transmission m[c, y] and m[c, u] of the check node c to the parity node y and the information node u. And its inverse function, the traditional implementation method of these functions is a lookup table, so there is a large error, and the hardware implementation is also complicated. Here, the improved CORDIC structure is used to realize these function operations. Because the improved CORDIC has a simple structure and high precision, it can realize the BP decoding algorithm very well. The improved CORDIC structure is first introduced below.
[0046] The idea ...
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