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Lemma: å 1/ce
£ n
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Consider
connected component C of G
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Suppose C has min-cut k
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Then
every edge e in C
has ce
³ k
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So k edges crossing C’s min-cut have
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å 1/ce £ å 1/k £ k (1/k ) = 1
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Delete these
edges (“cost” 1)
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Repeat n - 1 times: no more edges!
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