SUPER (a; d)-EDGE ANTIMAGIC TOTAL LABELING OF CONNECTED SUNFLOWERS GRAPH
Abstract
Abstract
A graphπΊ of order π and size π is called an(π,π)-edge-antimagic if there exist a bijection π βΆ π(πΊ) βͺ πΈ(πΊ) β {1,2,β¦,π + π}such that the edge-weightsπ€(π’π£) = π(π’) + π(π£) + π(π’π£), π’π£ β πΈ(πΊ), form an arithmetic sequence with first term term π and common differenceπ. Such a graphπΊis called super if the smallest possible appear on the vertex labels. In this paper, we study super(π,π)-edgeantimagic total labeling connected properties of Sunflowers. The result shows that Sunflowers Graph admit a super edge antimagic total labeling for π β 0,1,2.
Keywords: super (π,π)-edge-antimagic total labeling, Sunflowers.
Full Text:
PDF (Bahasa Indonesia)Refbacks
- There are currently no refbacks.