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![Let [math]G[/math] be a connected graph. If [math]\kappa(G)[/math], [math]\lambda(G)[/math], and [math]\delta(G)[/math] denote the graph's vertex connectivity, edge connectivity, and minimum degree, respectively, how can I show that [math]\kappa(G ...](https://qph.cf2.quoracdn.net/main-thumb-1569070720-200-twyflpxvxdwaipwxrtwxfodvmoqzqxtl.jpeg "Let [math]G[/math] be a connected graph. If [math]\kappa(G)[/math], [math]\lambda(G)[/math], and [math]\delta(G)[/math] denote the graph's vertex connectivity, edge connectivity, and minimum degree, respectively, how can I show that [math]\kappa(G ...")
Let [math]G[/math] be a connected graph. If [math]\kappa(G)[/math], [math]\lambda(G)[/math], and [math]\delta(G)[/math] denote the graph's vertex connectivity, edge connectivity, and minimum degree, respectively, how can I show that [math]\kappa(G ...
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