论文标题
在近三角种群中的脱节总统治集
Disjoint Total Dominating Sets in Near-Triangulations
论文作者
论文摘要
我们表明，每个简单的平面近三角剖分至少三个都包含两个不相交的总主导集。该课程包括三角形以外的所有简单平面三角形。这肯定了戈达德和Henning的猜想[彻底散布着色素，J。Graph Doemon，88（2018）174-191]。
We show that every simple planar near-triangulation with minimum degree at least three contains two disjoint total dominating sets. The class includes all simple planar triangulations other than the triangle. This affirms a conjecture of Goddard and Henning [Thoroughly dispersed colorings, J. Graph Theory, 88 (2018) 174-191].
