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On wiener index of special case of link of fullerenes

Ghorbani, M ; Sharif University of Technology

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  1. Type of Document: Article
  2. Abstract:
  3. Let ∑ be the class of finite graphs. A topological index is a function Top from ∑ into real numbers with this property that Top(G) = Top(H), if G and H are isomorphic. is defined as half sum of the distances between all the pairs of vertices in a molecular graph. The goal of this paper is to further the study of Wiener index of special case of a chain of fullerenes
  4. Keywords:
  5. Fullerene ; Link of two graphs ; Topological indices
  6. Source: Optoelectronics and Advanced Materials, Rapid Communications ; Volume 4, Issue 4 , 2010 , Pages 538-539 ; 18426573 (ISSN)