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Gutman Index and Detour Gutman Index of Pseudo-Regular Graphs

机译:伪常规图的Gutman索引和替补工人索引

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摘要

The Gutman index of a connected graph G is defined as Gut(G) = Σ_(u≠v)d(u)d(V)d(u, V), where d(u) and d(V) are the degree of the vertices u and V and d(u, V) is the distance between vertices u and V.The Detour Gutman index of a connected graph G is defined as Gut(G) = Σ_(u≠v)d(u)d(V)D(u, V), where D(u, V) is the longest distance between vertices u and V. In this paper, the Gutman index and the Detour Gutman index of pseudo-regular graphs are determined.
机译:连接图G的Gutman索引被定义为肠(g)=σ_(u)d(u)d(v)d(u,v),其中d(u)和d(v)是程度 顶点U和V和D(u,V)是顶点U和V之间的距离。连接图G的绕道Gutman索引定义为肠(g)=σ_(u v)d(u)d (v)D(v),其中d(u,v)是顶点U和V之间的最长距离。在本文中,确定了伪常规图的Gutman指数和拒绝Gutman指数。

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