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Simplified Algorithm and Hardware Implementation for the (24,12,8) Extended Golay Soft Decoder Up to 4 Errors

机译:(24,12,8)扩展Golay软解码器的简化算法和硬件实现,最多4个错误

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摘要

The purpose of this paper is to present a soft decoding algorithm orienting to hardware implementaion for the (24, 12, 8) Golay code, and implement such an algorithm in Field Programming Gates Array (FPGA). The soft decoding algorithm devised by Lin's et al. for the (24, 12, 8) is not suitable for hardware implementation because of involving many arithmetic operations, such as multiplications and divisions. To remove the complexity arithmetic operations, the absolute value of the channel information instead of the bit-error probability is employed to indicate the channel confidence. Moreover, the architecture developed for realizing the proposed algorithm is verified in a FPGA prototype. The BER performance obtained by the proposed decoding algorithm equals to the one obtained by Lin's algorithm. At the same time, 25% of additions, 100% of multiplications, and 100% of exponents are reduced for computing the channel confidence. In addition, 1-db coding gain can be obtained by Lin's algorithm at the cost of the double of hardware complexity compared to Elia's algorithm.
机译:本文的目的是提出一种针对(24、12、8)Golay代码的硬件实现的软解码算法,并在现场编程门阵列(FPGA)中实现这种算法。 Lin's等人设计的软解码算法。因为(24、12、8)涉及许多算术运算(例如乘法和除法),因此不适合硬件实现。为了消除复杂度算术运算,采用信道信息的绝对值而不是误码率来表示信道置信度。此外,在FPGA原型中验证了为实现所提出算法而开发的架构。所提出的解码算法所获得的BER性能等于Lin算法所获得的BER性能。同时,为了计算信道置信度,减少了25%的加法,100%的乘法和100%的指数。此外,与Elia算法相比,Lin算法可以以硬件复杂度的两倍为代价获得1-db编码增益。

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