论文标题
最小罗马统治图的距离能量
Minimum Roman Dominating Distance Energy of a Graph
论文作者
论文摘要
在此通信中，我们介绍了最低罗马主导距离能量$ e_ {rdd}（g）$的概念，并计算出某些标准图的最低罗马统治距离能量。此外，我们讨论了最低罗马主导距离矩阵$ a_ {rdd}（g）的特征值的属性。$最后，我们得出了$ e_ {rdd}（g）的上限和下限。$。
In this correspondence, we introduced the concept of minimum roman dominating distance energy $E_{RDd}(G)$ of a graph $G$ and computed minimum roman dominating distance energy of some standard graphs. Also, we discussed the properties of eigenvalues of a minimum roman dominating distance matrix $A_{RDd}(G).$ Finally, we derived the Upper and lower bounds for $E_{RDd}(G).$
