2015
DOI: 10.5120/21512-4476
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The Structural Properties of Even Free Graphs

Abstract: In this paper we introduced Group theoretic graph , even free graph associated with the finite abelian group , ⊕) for each , also we explore structural properties of and including enumeration of edges and cycles in General TermsGraph theory, Group theory and Combinatorics.

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“…p Chalapathi, Madhavi and Venkataramana [5] studied the enumeration of triangles in the algebraic graph associated with divisor function () dn, 1 n  , an integer. Recently the authors Chalapathi and Kiran kumar [6] studied the structural properties of even free graphs of the group 2n Z , which are group theoretic graphs under the correspondence of Combinatrics.…”
Section: Introductionmentioning
confidence: 99%
“…p Chalapathi, Madhavi and Venkataramana [5] studied the enumeration of triangles in the algebraic graph associated with divisor function () dn, 1 n  , an integer. Recently the authors Chalapathi and Kiran kumar [6] studied the structural properties of even free graphs of the group 2n Z , which are group theoretic graphs under the correspondence of Combinatrics.…”
Section: Introductionmentioning
confidence: 99%