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(2,1)-Total number of joins of paths and cycles

机译:(2,1)-路径和循环的连接总数

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摘要

The (2, 1)-total number λ~t_2(G) of a graph G is the width of the smallest range of integers that suffices to label the vertices and edges of G such that no two adjacent vertices or two adjacent edges have the same label and the difference between the label of a vertex and its incident edges is at least 2. In this paper, we characterize completely the (2, 1)-total number of the join of two paths and the join of two cycles.
机译:图G的(2,1)总数λ〜t_2(G)是足以标记G的顶点和边的最小整数范围的宽度,这样就没有两个相邻的顶点或两个相邻的边具有相同的标签,顶点的标签与其入射边缘之间的差异至少为2。在本文中,我们完全刻画了两个路径的连接和两个循环的连接的(2,1)-总数。

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