A class of transitivity constraints in the clique partitioning ILP are redundant and removable while preserving optimal solutions, yielding a smaller formulation that outperforms prior ones on correlation clustering with {-1,1} edge weights.
Exact clustering via integer programming and maximum satisfiability, in: Proceedings of the AAAI conference on artificial intelligence
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On the redundancy of transitivity constraints in the clique partitioning problem
A class of transitivity constraints in the clique partitioning ILP are redundant and removable while preserving optimal solutions, yielding a smaller formulation that outperforms prior ones on correlation clustering with {-1,1} edge weights.