论文标题
广义最小距离函数的规律性指数
Regularity index of the generalized minimum distance function
论文作者
论文摘要
我们表明，广义的最小距离函数是不添加的，因为在磁场上降低标准分级代数的程度会有所不同。这使我们能够定义其规律性指数及其稳定值。计算每种情况的稳定值。我们研究规则性指数如何随着多项式增加的数量而变化，并使用它来为其提供界限。
We show that the generalized minimum distance function is non-increasing as the degree varies for reduced standard graded algebras over a field. This allows us to define its regularity index and its stabilization value. The stabilization value is computed for every cases. We study how the regularity index varies as the number of polynomial increases, and use this to give bounds for it.
