论文标题

D序列边缘二项式和树木二项式边缘理想的规律性

D-Sequence Edge Binomials, and Regularity of Powers of Binomial Edge Ideals of Trees

论文作者

Nambi, Marie Amalore, Kumar, Neeraj

论文摘要

我们为树形成$ d $序列的树的边缘序列的序列序列概念提供了必要和充分的条件。我们研究由$ d $序列边缘二项式产生的树木的二项式边缘理想的规律性。

We provide the necessary and sufficient conditions for the edge-binomials of the tree forming a $d$-sequence in terms of the degree sequence notion of a graph. We study the regularity of powers of the binomial edge ideals of trees generated by $d$-sequence edge binomials.

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