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首页> 外文期刊>Ars Combinatoria: An Australian-Canadian Journal of Combinatorics >Subtrees, BC-subtrees of generalized Bethe trees and related questions
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Subtrees, BC-subtrees of generalized Bethe trees and related questions

机译:广义Bethe树的子树,BC子树及相关问题

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摘要

Topological indices of graphs and trees in particular have been vigorously studied in the past decade due to their many applications in different fields. Among such indices, the number of subtrees (BC-subtrees), along with their variations have received much attention. In this paper we provide some new evaluation results related to these two indices on specific structures (generalized Bethe trees, Bethe trees, dendrimers), which are some of the structures of practical interests. Using "generating functions", we also examine the asymptotic behavior of subtree (resp. BC-subtree) density of dendrimers.
机译:过去十年来,由于图形和树的拓扑指数在不同领域中的许多应用,因此对其进行了深入研究。在这样的索引中,子树(BC子树)的数量及其变化受到了广泛关注。在本文中,我们提供了与这两个指标有关的特定结构(广义Bethe树,Bethe树,树状聚合物)的一些新评估结果,这是一些具有实际意义的结构。使用“生成函数”,我们还检查了树枝状聚合物的子树(分别为BC-子树)密度的渐近行为。

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