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Way of Galois field multiplication and Galois Field multiplier

机译:Galois场乘和Galois场乘的方式

摘要

An implementation of a multi-dimensional galois field multiplier and a method of galois field multi-dimensional multiplication which are able to support many communication standards having various symbol sizes(16), different GFs(14), and different primitive polynomials(12), in a cost-efficient manner is disclosed. The key to allow a single implementation to perform for all different GF sizes is to shift the one of the two operands(16) and primitive polynomial(12) to the left and to shift the intermediate output ZO(28) to the right in dependence upon the relative size of the GF(14) as compared to the size of the operand, primitive polynomial or intermediate output, whichever is being shifted. The shifting of the above-mentioned signals allows the MULT-XOR arrays(26) to operate on all fields with the exact same hardware with a minimum delay of 2 gates per block or with a critical delay of 2 XOR gates. IMAGE
机译:多维伽罗瓦域乘法器的实现和伽罗瓦域多维乘法的方法,它们能够支持许多具有各种符号大小(16),不同的GF(14)和不同的原始多项式(12)的通信标准,公开了一种具有成本效益的方式。允许单个实现针对所有不同GF大小执行的关键是将两个操作数(16)和原始多项式(12)中的一个左移,并根据需要将中间输出ZO(28)右移GF(14)的相对大小与操作数,原始多项式或中间输出(无论哪个被移位)的大小进行比较。上述信号的移位允许MULT-XOR阵列(26)以完全相同的硬件在所有场上操作,每个块的最小延迟为2个门的最小延迟或2个XOR门的临界延迟。 <图像>

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