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JAFAR ASADPOUR1,* , RASOUL MOJARAD2, MEHDI ALAEIYAN3
Let G be a molecular graph and e=uv be an edge of G. Define n (e |G) eu to the number of edges of lying closer to u than to v and n ev(e |G) to the number of edges of lying closer to v than to u. Then the edge Szeged index of G, Sz (G) e, is defined as the sum of n (e |G) eu nev (e |G) over all edges of G. In this paper we find the above index for ( ) 4 8 TUC C S nanotori graph using the group of automorphisms of G. This is an efficient method of finding this index especially when the automorphism group of G has a few orbits on E(G)..
Edge Szeged Index, Nanotori, automorphism.
JAFAR ASADPOUR, RASOUL MOJARAD, MEHDI ALAEIYAN, Computing the edge Szeged index of polyhex nanotori by automorphism, Optoelectronics and Advanced Materials - Rapid Communications, 9, 9-10, September-October 2015, pp.1221-1223 (2015).
Submitted at: Oct. 30, 2014
Accepted at: Sept. 9, 2015
Optoelectronics and Advanced Materials - Rapid Communications
(2023): 0.5 - 2023 Journal Citation Reports (Clarivate Analytics, 2024)
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