A class of generalized RS-codes with faster encoding and decoding algorithms

机译：一类具有更快编码和解码算法的通用RS码

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In this paper we study a particular class of generalized Reed-Solomon codes and introduce encoding and decoding algorithms for such codes that speed up current hardware implementations by a factor p wherein p can be any divisor of the size of the multiplicative group of the underlying field. In many cases, p can be chosen to be 3, for example. In some cases, for example when the size of the base field is 256, the speed-up factor can be as large as 15 at the expense of very little increase in the hardware area.

机译：在本文中，我们研究了一类特殊的广义Reed-Solomon码，并介绍了针对此类码的编码和解码算法，这些编码和解码算法可将当前的硬件实现速度提高p倍，其中p可以是基础场的乘法组大小的任意因数。例如，在许多情况下，p可以选择为3。在某些情况下，例如，当基本字段的大小为256时，加速因子可以高达15，而硬件面积的增加很少。

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来源
《2013 Information Theory and Applications Workshop》|2013年|1-10|共10页
会议地点 San Diego CA(US);San Diego CA(US)
作者
Shokrollahi A.;
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Ecole Polytech. Fed. de Lausanne (EPFL), Lausanne, Switzerlandc;

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正文语种 eng
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机译：一类具有更快编码和解码算法的广义Rs码

A class of generalized RS-codes with faster encoding and decoding algorithms

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