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Let G be a graph and define an injective function f : V (G)→ {1,2,3...p}. Now for suppose for each edge we assign the labels such thatE(G)→ {1,2,3...p+ q} the induced edge f* is f ∗(e) = f (u)+ f (v) 2 if f (u)+ f (v) is even and f ∗(e) = f (u)+ f (v)+1 2 if f (u)+ f (v) is odd then f is called super mean labelling of graph. In this paper we wish to study the super mean labelling of some of digital numbers 2,5,7 and also intend to study on the M-joins of Super mean labelling of digital numbers 2,5,7 and extend our study to prove some characteristics property of M-Joins of Super mean labelling of digital numbers 2,5,7.

A study on M-joins of super mean labeling of some digital numbers