Let g be a noncomplete graph of order n and connectivity k
Let G be a noncomplete graph of order n and connectivity k such that deg v ≥ (n+2k-2)/3 for every vertex v of G. Show that if S is a minimum vertex-cut of G, then G-S has exactly two components
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let g be a noncomplete graph of order n and connectivity k such that deg v ge n2k-23 for every vertex v of g show that
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