Abstract
In graphs, paths are walks with no repeated vertex. A fortiori, paths cannot have any repeated edge. But in hypergraphs, hyperedges can repeat in vertex-to-vertex walks without causing repetition of any vertex. This is the crux of the idea of generalizing paths and cycles (from graphs to hypergraphs) presented in this short article.
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APA
Dharmarajan, R., & Kannan, K. (2015). Hyper paths and hyper cycles. International Journal of Pure and Applied Mathematics, 98(3), 309–312. https://doi.org/10.12732/ijpam.v98i3.2
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