SUPER GEOMETRIC MEAN LABELING.

Let f:V(G) → {1,2,...,p+q} be an injective function. For a vertex labeling "f" the induced edge labeling f*(e = uv) is defined by, f*(e) =[√f(u)f(v)] or [√f(u)f(v)] . Then "f" is called a Super Geometric mean labeling if {f(V(G))} ∪{f(e):e ∊ E(G)} = {1,2,3,...,p+q}. A graph which admits Super Geometric mean labeling is called Super Geometric mean graph. In this paper, we prove Super Geometric mean labeling behaviour for some standard graph. [ABSTRACT FROM AUTHOR]