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- W2182186783 abstract "The Hosoya polynomial (also called Wiener polynomial) of a graph G with the vertex set V (G) is defined as H(G, x )= � {u,v}⊆V (G) x dG(u,v) on variable x ,w here the sum is over all unordered pairs {u, v} of distinct vertices in G, dG(u, v )i s the distance of two vertices u, v in G. In 2004, Yang and Yeh evaluated H(G, x )f or certain graphs of chemical interest, and posted an open problem for evaluating the Hosoya polynomial of the circumcoronene Cr of order r. In this paper, we solve this problem and give analytical expressions associated with r. The topological indices—Wiener index and hyper-Wiener index of Cr can also be obtained from H(Cr ,x ) through this work." @default.
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- W2182186783 date "2013-01-01" @default.
- W2182186783 modified "2023-09-27" @default.
- W2182186783 title "Hosoya Polynomials of Circumcoronene Series" @default.
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