Jäntschi and Diudea (2010) Centrality of some cubic graphs on 16 vertices

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Centrality of some cubic graphs on 16 vertices

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CONTRIBUTORS:

	Author:	Jäntschi, Lorentz (Technical University of Cluj-Napoca)
	Author:	Diudea, Mircea V.

JOURNAL:

Journal of the Indian Chemical Society, 87(12), 1531 - 1537.

YEAR:

2010

PUB TYPE:

Journal Article

SUBJECT(S):

graph theory; Cluj index; detour index; ring account; relative centrality

DISCIPLINE:

Chemistry

HTTP:

http://lori.academicdirect.org/articles/work_list.php?user=lori&id=256

LANGUAGE:

English

PUB ID:

103-502-291 (Last edited on 2012/04/26 06:08:19 GMT-6)

SPONSOR(S):

ABSTRACT:
There exist graphs of which all detours are Hamiltonian paths. Such graphs are called by Diudea (J. Chem. Inf. Comput. Sci. 1997, 37, 1101-1108) full Hamiltonian detour FH? graphs. These graphs show the maximal value of the Detour index while the minimal value of the Cluj-Detour index. A selected set of cubic graphs on 16 vertices is tested for the distribution of the relative centrality RC values, within the Distance, Cluj-Distance and Ring account criteria. The RC distribution test is general and can be used in finding the vertex invariant classes and in the characterization of graphs.

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