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Fractional domination for two classes of graphs

机译:两类图的分数控制

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Let be a graph, a real-valued function is said to be a dominating of G if holds for every vertex, the fractional domination function number is defined as, and the fractional total domination function number of G is analogous. In this paper we research the fractional domination problem for two classes of special graphs, obtained the fractional domination numbers of the generalized star graphs and the fractional total domination function numbers of the generalized wheel graphs.
机译:设图,如果每个顶点成立,则称实值函数为G的支配,分数支配函数数定义为,G的分数总支配函数数类似。本文研究了两类特殊图的分数控制问题,得到了广义星形图的分数控制数和广义轮图的分数总控制函数数。

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