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Fractional
solution is k-connected
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So every cut has
(expected) k edges
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crossing in
rounded solution
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Sampling theorem
says every cut has at
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least k-(k log n)1/2 edges
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Close
approximation for large k
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Can often repair:
e.g., get k-connected
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subgraph at cost 1+((log n)/k)1/2 times min
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