Abstract
Odd graceful labeling was originally introduced by Gnanajothi [3] in 1991. The graph Gdemonstrates Odd graceful labeling as injecting β from V(G) → {0,1,2,… (2q - 1)} in such a way that whenever the label |β(x) - β(y)| is allocated to every edgexy, the derived edge labels are {1,3,5,…, (2q - 1). This paper demonstrates that the Super subdivision of the star and super subdivision of path permits odd graceful labeling.
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