The Schultz Polynomial of Zigzag Polyhex Nanotubes
Corresponding Author(s) : Bijan Taeri
b.taeri@cc.iut.ac.ir
Asian Journal of Chemistry,
Vol. 21 No. 2 (2009): Vol 21 Issue 2
Abstract
The Schultz polynomial, S(G,x), of a molecular graph G has the property that its first derivative at x=1 is equal to the Schultz index of graph. Ivan Gutman discovered that in the case of G is a tree, S(G,x), has closely related to the Wiener polynomial of G. In this paper, we find the exact expression for Schultz polynomial of TUHC6 [2p; q], the zigzag polyhex nanotubes, and obtain a relation between Schultz and Wiener polynomials of TUHC6 [2p; q].
Keywords
Schultz index
Schultz polynomial
Nanotube
Eliasi, M., & Taeri, B. (2010). The Schultz Polynomial of Zigzag Polyhex Nanotubes. Asian Journal of Chemistry, 21(2), 931–941. Retrieved from https://asianpubs.org/index.php/ajchem/article/view/18772
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