This research initiates a decomposition of corona graphs into cycles, paths, and claws, indicating novel structural insights.
Let G = (V, E) be a finite and connected graph. The corona Gm ? Gn of two graphs Gm and Gn is defined as the graph created by taking one copy of Gm and |V(Gm)| copies of Gn and attaching the ith vertex of Gm to every vertex in the ith copy of Gn. In this paper, we initiate to decompose the corona Gn ? Gm into cycles, paths, and claws of varying lengths.
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Pegu et al. (2025) studied this question.
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