ABSTRACT
In this paper we introduced the new notion of an even edge magic total labeling of some 2-regular graphs. An edge magic total labeling of a graph G(p,q) is said to be an even edge magic total labeling if g(E)={2,4,…, 2q} with the condition that for each edg g xy=E,g(x)+g(xy)+ g(y) = kg , where kg is said to be magic constant. We determined cycles of odd length, disjoint union of p cycles of q length for p and q are odd, disjoint union, disjoint union C3 u C4-2 r=1, disjoint union C4 u C4-1 (r>1) and disjoint union C3 u C4 (r>1) C4 u C4-3 (r>1) are even edge magic total labeling.
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