Application of generalised hierarchical product of graphs for computing F-index of four operations on graphs

Nilanjan De
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Abstract

The F-index of a graph is defined as the sum of cubes of the vertex degrees of the graph which was introduced in 1972, in the same paper where the first and second Zagreb indices were introduced. In this paper we study the F-index of four operations on graphs which were introduced by Eliasi and Taeri, and hence using the derived results we find F-index of some particular and chemically interesting graphs.
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图的广义层次积在计算图上四种运算的f指数中的应用
图的f指数被定义为图顶点度数的立方和,这是在1972年引入第一和第二萨格勒布指数的同一篇论文中引入的。本文研究了Eliasi和Taeri在图上引入的四种运算的f指数,并由此得到了一些特殊的、化学上有趣的图的f指数。
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