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Towards a VLSI Architecture for Interpolation-Based Soft-Decision Reed-Solomon Decoders

机译:面向基于插值的软判决里德-所罗门解码器的VLSI架构

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The Koetter-Vardy algorithm is an algebraic soft-decision decoder for Reed-Solomon codes which is based on the Guruswami-Sudan list decoder. There are three main steps: (1) multiplicity calculation, (2) interpolation and (3) root finding. The Koetter-Vardy algorithm seems challenging to implement due to the high cost of interpolation. Motivated by a VLSI implementation viewpoint we propose an improvement to the interpolation algorithm that uses a transformation of the received word to reduce the number of iterations. We show how to reduce the memory requirements and give an efficient VLSI implementation for the Hasse derivative.
机译:Koetter-Vardy算法是针对Reed-Solomon码的代数软判决解码器,它基于Guruswami-Sudan列表解码器。主要包括三个步骤:(1)多重性计算,(2)内插和(3)求根。由于插值的高昂成本,Koetter-Vardy算法似乎难以实施。出于VLSI实现观点的考虑,我们提出了一种对插值算法的改进,该算法使用接收到的字的变换来减少迭代次数。我们展示了如何减少内存需求并为Hasse导数提供有效的VLSI实现。

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