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Newton's identities for minimum codewords of a family of alternantcodes

机译：牛顿对一个交替族的最小码字的身份码

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We are able to define minimum weight codewords of some alternantcodes in terms of solutions to algebraic equations. Particular attentionis given to the case of the classical Goppa codes. Grobner bases areused to solve the system of algebraic equations

机译：我们能够定义一些交替的最小权重代码字代数方程的解。特别注意给出了经典Goppa码的情况。 Grobner基地是用于求解代数方程组

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《Information Theory, 1995. Proceedings., 1995 IEEE International Symposium on 》||p.1|共1页
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Augot D.;
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Newton's identities for minimum codewords of a family of alternantcodes

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