摘要
Given an undirected graph with nonnegative edge weights, the max-min weighted T-join problem is to find an even cardinality vertex subset T such that the minimum weight T-join for this set is maximum. The problem is NP-hard even on a cycle but permits a simple exact solution on trees. We present a 2/3-approximation algorithm based on a natural cut packing upper bound by using an LP relaxation and uncrossing, and relating it to the T-join problem using duality.
- 出版日期2013-7