论文标题
在Hilbert系列的三个4生成伪2对称单体曲线的切线锥系列中
On the Hilbert Series of the tangent cones for some 4-generated pseudo 2 symmetric monomial curves
论文作者
论文摘要
在本文中，我们研究了希尔伯特（Hilbert）系列的非cohen-raculay切线锥，用于一些4生成的伪对称单曲线。我们表明，Hilbert函数通过明确计算它而非负责。我们还计算了这些感谢您的理想的标准基础。
In this article, we study Hilbert Series of non-Cohen-Maculay tangent cones for some 4-generated pseudo symmetric monomial curves. We show that the Hilbert Function is nondecreasing by explicitly computing it. We also compute standard bases of these toric ideals.
