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An Algebraic Method for Decoding q-ary Codes via Submodules of Z^n

机译:一种通过Z ^ n子模块解码q码的代数方法

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摘要

In this paper, by using a relation between binomial ideal and submodules of Z^n in , a submodule associated with the integer programming (IP) problem is defined. By computing the reduced Grobner basis (RGB) of the submodule, the decoding problem of non-binary q-ary codes is considered as an integer program problem. Decoding complexity is investigated and the effective factors in complexity are also determined. Furthermore, an example of the decoding method for a 3-ary code is provided.
机译:本文利用二项式理想和Z ^ n in的子模块之间的关系,定义了与整数规划(IP)问题相关的子模块。通过计算子模块的减小的Grobner基(RGB),可以将非二进制q元代码的解码问题视为整数编程问题。研究了解码复杂度,并确定了复杂度的有效因素。此外,提供了用于三进制代码的解码方法的示例。

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