Title of article :
Vertex-Cut Sets and Tenacity of Organic Compounds CnH2n+2
Author/Authors :
Shirdel ، Gholam-Hassan Department of Mathematics - Faculty of Sciences - University of Qom , Vaez-Zadeh ، Boshra Department of Mathematics - Faculty of Sciences - University of Qom
From page :
29
To page :
50
Abstract :
Consider some vertices of a graph G are omitted, there are some criteria for measuring the vulnerability of the graph; Tenacity is one of them. In the definition of tenacity we use vertex cut S and some items, τ (G − S) and ω(G − S), such that τ (G − S) is the number of vertices in the largest component of G − S and ω(G − S) is the number of components of G − S. In this paper we work on tenacity of organic compound CnH2n+2. The graph of this molecule is a tree. We try on tenacity of it by the definition of the tenacity.
Keywords :
Tenacity , Vertex cut , Organic compounds , Tree , CnH2n+2 molecule
Journal title :
Global Analysis and Discrete Mathematics
Journal title :
Global Analysis and Discrete Mathematics
Record number :
2709598
Link To Document :
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