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Does $(\omega, E)$ with the cycle condition have an $\omega$-path?
Let $G = (V,E)$ be a simple, undirected graph. We say that $v\neq w\in V$ lie on a common cycle if there is an integer $n\geq 3$ and an injective graph homomorphism $f: C_n\to V$ such that $v,w\in \...
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Find all paths on undirected Graph [closed]
I have an undirected graph and i want to list all possible paths from a starting node.
Each connection between 2 nodes is unique in a listed path is unique, for example give this graph representation:...