We prove that the power of cycles \(C_n^2\) for odd \(n\) are antimagic. We provide explicit constructions to demonstrate that all powers of cycles \(C_n^2\) for odd \(n\) are antimagic and their vertex sums form a set of successive integers.
Citation
Ming-Ju Lee, Chiang Lin, Wei-Han Tsai. On Antimagic Labeling For Power of Cycles[J], Ars Combinatoria, Volume 098. 161-165. .
