在编码理论 中，多项式码（英语：polynomial code）是有效码字集合是由多项式（通常是固定长度的多项式）可以被特定多项式（长度较短，称为生成多项式）整除的一种线性码。
...多项式码；多项式基 [gap=1217]l code；quantum ell'or—-correcting code；asymmetric quantum-error correcting code；polynomial codes；polyno- ...
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并针对该系统所用的RS（255，247）码推导出了一些基本公式，包括生成多项式，伴随式矩阵，关键方程等。
At the same time, some basic formulas of RS(255,247)code are also concluded, such as generated polynomial, syndromes matrix, key equation and so on.
文章给出了CRC码中所含1的个数与生成多项式的关系的一个性质。
A property about the relation between the number "1" in CRC code and polynomial generation were presents in this paper.
给定一个循环码，求取它的覆盖多项式集合目前尚无系统的方法。
For a cyclic code, it is difficult to find the set of it's covering polynomials. We have not had a systematic method to find it.
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