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Discrete Mathematics and its Applications (8th Edition)
2021/05/12 - ConnectivityConnected Component
Exercise: Prove that for any simple graph G G G, G G G is connected or G ‾ \overline{G} G is connected.
κ ( G ) ⩽ λ ( G ) ⩽ min v ∈ V deg ( v ) \kappa(G)\leqslant \lambda(G)\leqslant \min_{v\in V}\deg(v) κ(G)⩽λ(G)⩽v∈Vmindeg(v)
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