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The Christofides heuristic approximates (Metric) TSP within a factor of 3/2 (see lectures). Clive an example that shows that this bound cannot be improved, i.
The Christofides heuristic approximates (Metric) TSP within a factor of 3/2 (see lectures). Clive an example that shows that this bound cannot be improved, i. e., construct instances of (Metric) TSP (for general vertex numbers) such that Christofides yields a solution that asymptotically achieves this approximation ratio
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